9787 CLASSICAL GREEK
|
|
- Τύχων Ζωγράφου
- 7 χρόνια πριν
- Προβολές:
Transcript
1 CAMBRIDGE INTERNATIONAL EXAMINATIONS Pre-U Certificate MARK SCHEME for the May/June 2014 series 9787 CLASSICAL GREEK 9787/02 Paper 1 (Prose Literature), maximum raw mark 60 This mark scheme is published as an aid to teachers and candidates, to indicate the requirements of the examination. It shows the basis on which Examiners were instructed to award marks. It does not indicate the details of the discussions that took place at an Examiners meeting before marking began, which would have considered the acceptability of alternative answers. Mark schemes should be read in conjunction with the question paper and the Principal Examiner Report for Teachers. Cambridge will not enter into discussions about these mark schemes. Cambridge is publishing the mark schemes for the May/June 2014 series for most IGCSE, Pre-U, GCE Advanced Level and Advanced Subsidiary Level components and some Ordinary Level components.
2 Page 2 Mark Scheme Syllabus Paper Prose Literature Mark Scheme. Thucydides II (i) Pericles gives a positive impression of the Athenian system of government by praising the city s public institutions. He presents Athenian government as combining the best features of democracy, (e.g. equality for all) and the best features of aristocracy (e.g. preference for merit). He argues that poverty is no barrier to achievement in Athens and that humble origins do not prevent a man from benefiting the city. He also says that the Athenians are tolerant in their private dealings with each other and they do not disapprove of their neighbours if they indulge in individual pleasures. This section of the speech is carefully structured and highly rhetorical. Thucydides uses a number of different contrasts to emphasise his points; e.g. παράδειγμα δὲ μᾶλλον... μιμούμενοι ἑτέρους, (an example to others... rather than imitating others), μὴ ἐς ὀλίγους ἀλλ' ἐς πλείονας (not for the few, but for the many), οὐκ ἀπὸ μέρους... ἀπ' ἀρετῆς (not from rotation, but from merit), etc. He uses word order effectively (e.g. the delay of the subject δημοκρατία in the second sentence is particularly emphatic). His language is patriotic and evocative. In contrast to the Spartans, the Athenians value freedom in both their public and private lives. They conduct their public affairs freely ἐλευθέρως δὲ τά τε πρὸς τὸ κοινὸν πολιτεύομεν, and they do not even harm their fellow citizens with disapproving looks οὐδὲ ἀζημίους μέν, λυπηρὰς δὲ τῇ ὄψει ἀχθηδόνας προστιθέμενοι (a touching and amusing point). 'Xρώμεθα γὰρ πολιτείᾳ οὐ ζηλούσῃ τοὺς τῶν πέλας νόμους παράδειγμα δὲ μᾶλλον... ἢ μιμούμενοι ἑτέρους μὴ ἐς ὀλίγους ἀλλ' ἐς πλείονας δημοκρατία κέκληται κατὰ μὲν τοὺς νόμους... κατὰ δὲ τὴν ἀξίωσιν πᾶσι τὸ ἴσον (another delayed subject) ἀπὸ μέρους... ἢ ἀπ' ἀρετῆς οὐδ' αὖ κατὰ πενίαν... ἀξιώματος ἀφανείᾳ κεκώλυται. (emotive language) ἐλευθέρως δὲ (patriotic language emphasised by emphatic position in the sentence) ἀζημίους μέν, λυπηρὰς δὲ τῇ ὄψει ἀχθηδόνας προστιθέμενοι [9]
3 Page 3 Mark Scheme Syllabus Paper (ii) Translation is marked out of 15, divided by 3. ἀνεπαχθῶς δὲ τὰ ἴδια προσομιλοῦντες (2 Marks) τὰ δημόσια διὰ δέος μάλιστα οὐ παρανομοῦμεν, (3 Marks) τῶν τε αἰεὶ ἐν ἀρχῇ ὄντων ἀκροάσει καὶ τῶν νόμων, (3 Marks) καὶ μάλιστα αὐτῶν ὅσοι τε ἐπ' ὠφελίᾳ τῶν ἀδικουμένων κεῖνται (4 Marks) καὶ ὅσοι ἄγραφοι ὄντες αἰσχύνην ὁμολογουμένην φέρουσιν. (3 Marks) (iii) Pericles discusses the variety of forms of recreation available in Athens (use of the superlative πλείστας). Again this provides a striking contrast with life in Sparta. He begins by talking about the games and festivals held throughout the year and talks about the joy the Athenians take from their elegant private houses. Pericles use of adjectives to add extra detail to his description is effective here. He moves on to say that the size of the city of Athens means that they can attract imports from all over the world. His tone in these lines is both grand and patriotic (e.g. ἐκ πάσης γῆς τὰ πάντα) It is just as natural for the Athenians to enjoy goods from abroad as it is to enjoy their own goods. This suggests the importance of trade and empire to the Athenians. Pericles continues to use antithesis effectively; e.g. τὰ αὐτοῦ ἀγαθὰ... τὰ τῶν ἄλλων ἀνθρώπων. τῶν πόνων πλείστας ἀναπαύλας τῇ γνώμῃ ἐπορισάμεθα, ἀγῶσι μέν γε καὶ θυσίαις διετησίοις ἰδίαις δὲ κατασκευαῖς εὐπρεπέσιν καθ' ἡμέραν ἡ τέρψις τὸ λυπηρὸν ἐκπλήσσει διὰ μέγεθος τῆς πόλεως ἐπεσέρχεται δὲ... ἐκ πάσης γῆς τὰ πάντα καρποῦσθαι τὰ αὐτοῦ ἀγαθὰ γιγνόμενα... ἢ καὶ τὰ τῶν ἄλλων ἀνθρώπων. [6] 2 (i) Thucydides begins his description by stating that the suffering of the Athenians was increased by the unusual influx of displaced farmers into the city. He points out that the incomers suffered most of all. His attention to detail in these lines is moving and his use of a number of contrasts makes his account particularly striking He explains that the incomers were forced to live in huts that were particularly hot at that time of year. As the casualties from the plague increased, victims perished in chaotic conditions to the extent that the dead and the dying were piled on top of each other. Thucydides narrative becomes more and more horrifying and his language is graphic and vivid. He describes half-dead people (ἡμιθνῆτες) staggering around the fountains desperate for a drink of water. The sacred places where the newcomers had encamped were filled up with corpses and normal traditions for orderly burial broke down due to the overwhelming impact of the disaster.
4 Page 4 Mark Scheme Syllabus Paper Ἐπίεσε δ' αὐτοὺς... ἡ ξυγκομιδὴ ἐκ τῶν ἀγρῶν ἐς τὸ ἄστυ, καὶ οὐχ ἧσσον τοὺς ἐπελθόντας, οἰκιῶν γὰρ οὐχ ὑπαρχουσῶν, ἀλλ' ἐν καλύβαις πνιγηραῖς ὥρᾳ ἔτους διαιτωμένων, ὁ φθόρος ἐγίγνετο οὐδενὶ κόσμῳ, ἀλλὰ καὶ νεκροὶ ἐπ' ἀλλήλοις ἀποθνῄσκοντες ἔκειντο, καὶ ἐν ταῖς ὁδοῖς ἐκαλινδοῦντο, περὶ τὰς κρήνας ἁπάσας ἡμιθνῆτες τοῦ ὕδατος ἐπιθυμίᾳ, τά τε ἱερὰ ἐν οἷς ἐσκήνηντο νεκρῶν πλέα ἦν, ὑπερβιαζομένου γὰρ τοῦ κακοῦ, ἐς ὀλιγωρίαν ἐτράποντο καὶ ἱερῶν καὶ ὁσίων ὁμοίως, νόμοι τε πάντες ξυνεταράχθησαν, ἔθαπτον δὲ ὡς ἕκαστος ἐδύνατο [8] (ii) Translation is marked out of 15, divided by 3. καὶ πολλοὶ ἐς ἀναισχύντους θήκας ἐτράποντο (3 Marks) σπάνει τῶν ἐπιτηδείων διὰ τὸ συχνοὺς ἤδη προτεθνάναι σφίσιν (3 Marks) ἐπὶ πυρὰς γὰρ ἀλλοτρίας φθάσαντες τοὺς νήσαντας (3 Marks) οἱ μὲν ἐπιθέντες τὸν ἑαυτῶν νεκρὸν ὑφῆπτον, (2 Marks) οἱ δὲ καιομένου ἄλλου ἐπιβαλόντες ἄνωθεν ὃν φέροιεν ἀπῇσαν. (4 Marks) [5] (iii) In this passage, Thucydides explains how the plague led to increased lawlessness in Athens. Rapid changes of fortune led the Athenians to aim for immediate pleasure rather than honour. Again, Thucydides uses antithesis to emphasise this point. This is particularly effective when he describes how the rich frequently died suddenly and that those who had been poor now possessed their property. Throughout the passage, Thucydides makes a distinction between the Athenians previous moral behaviour and their crude hedonism during and after the plague. ἐπὶ πλέον ἀνομίας τὸ νόσημα (emphatic position of the subject at the end of the sentence) ῥᾷον γὰρ ἐτόλμα τις ἃ πρότερον ἀπεκρύπτετο (contrast between ἐτόλμα and ἀπεκρύπτετο) τῶν τε εὐδαιμόνων καὶ αἰφνιδίως θνῃσκόντων καὶ τῶν οὐδὲν πρότερον κεκτημένων, εὐθὺς δὲ τἀκείνων ἐχόντων ὥστε ταχείας τὰς ἐπαυρέσεις καὶ πρὸς τὸ τερπνὸν ἠξίουν ποιεῖσθαι, ἐφήμερα τά τε σώματα καὶ τὰ χρήματα ὁμοίως ἡγούμενοι,
5 Page 5 Mark Scheme Syllabus Paper καὶ τὸ μὲν προσταλαιπωρεῖν τῷ δόξαντι καλῷ οὐδεὶς πρόθυμος ἦν, ὅτι δὲ ἤδη τε ἡδὺ πανταχόθεν τε ἐς αὐτὸ κερδαλέον, τοῦτο καὶ καλὸν καὶ χρήσιμον κατέστη. [7] Plato Phaedo 60c8 77a5, 115b1 118a17 3 (i) Translation is marked out of 15, divided by 3. ἔα αὐτόν, ἔφη. ἀλλ ὑμῖν δὴ τοῖς δικασταῖς βούλομαι ἤδη τὸν λόγον ἀποδοῦναι, (4 Marks) ὥς μοι φαίνεται εἰκότως ἀνὴρ τῷ ὄντι ἐν φιλοσοφίᾳ διατρίψας τὸν βίον (3 Marks) θαρρεῖν μέλλων ἀποθανεῖσθαι καὶ εὔελπις εἶναι ἐκεῖ μέγιστα οἴσεσθαι ἀγαθὰ ἐπειδὰν τελευτήσῃ. (4 Marks) πῶς ἂν οὖν δὴ τοῦθ οὕτως ἔχοι, ὦ Σιμμία τε καὶ Κέβης, ἐγὼ πειράσομαι φράσαι. (4 Marks) [5] (ii) Plato presents Socrates as making a provocative argument that the real activity of philosophers is dying and being dead. Socrates stresses that this is the activity of true philosophers. If we accept this premise, then it would be very strange for philosophers to be eager for death their whole lives, and then to grieve when death approaches. κινδυνεύουσι γὰρ... λεληθέναι τοὺς ἄλλους (ironic) ὅσοι τυγχάνουσιν ὀρθῶς ἁπτόμενοι φιλοσοφίας, οὐδὲν ἄλλο αὐτοὶ ἐπιτηδεύουσιν ἢ ἀποθνῄσκειν τε καὶ τεθνάναι. ἄτοπον δήπου ἂν εἴη προθυμεῖσθαι μὲν ἐν παντὶ τῷ βίῳ μηδὲν ἄλλο ἢ τοῦτο, ἥκοντος δὲ δὴ αὐτοῦ ἀγανακτεῖν, ὃ πάλαι προυθυμοῦντό τε καὶ ἐπετήδευον. (iii) Plato shows us that this passage is meant to be humorous as Simmias laughs before speaking (γελάσας). Simmias explains that Socrates has made him laugh, although he does not at all feel like laughing (Socrates will die soon of course). However, Simmias feels that it is ironic that most people (those who are not philosophers) will absolutely agree with what Socrates has just said. Simmias is relying on the ambiguity of the word θανατῶσι (are as good as dead (Simmias) /want to die (Socrates)). Plato develops the humour further by Simmias point that the men from his part of the world (Boeotians/Thebans) will particularly agree with this. This would appeal to Athenians readers, as we know from Attic comedy that Boeotians were traditionally seen as stupid and insensitive. Simmias is characterised in a positive light in that he sees himself as a philosopher first and a Boeotian second. Socrates responds to the point in his reply. He says that ordinary people would be quite right if they said this. However, they would completely understand in what sense philosophers are worthy of death (his use of a tricolon emphasises his point in an amusing way). Socrates quickly dismisses these people and moves on with the rest of his argument.
6 Page 6 Mark Scheme Syllabus Paper καὶ ὁ Σιμμίας γελάσας, νὴ τὸν Δία, ἔφη, ὦ Σώκρατες, οὐ πάνυ γέ με νυνδὴ γελασείοντα ἐποίησας γελάσαι, οἶμαι γὰρ ἂν τοὺς πολλοὺς αὐτὸ τοῦτο ἀκούσαντας δοκεῖν εὖ πάνυ εἰρῆσθαι εἰς τοὺς φιλοσοφοῦντας, καὶ συμφάναι ἂν τοὺς μὲν παρ ἡμῖν ἀνθρώπους καὶ πάνυ, ὅτι τῷ ὄντι οἱ φιλοσοφοῦντες θανατῶσι, καὶ ἀληθῆ γ ἂν λέγοιεν, ὦ Σιμμία, πλήν γε τοῦ σφᾶς μὴ λεληθέναι, λέληθεν γὰρ αὐτοὺς ᾗ τε θανατῶσι καὶ ᾗ ἄξιοί εἰσιν θανάτου καὶ οἵου θανάτου οἱ ὡς ἀληθῶς φιλόσοφοι, εἴπωμεν γάρ, ἔφη, πρὸς ἡμᾶς αὐτούς, χαίρειν εἰπόντες ἐκείνοις, [9] 4 (i) Socrates marks out his new argument clearly. He states that there is such a thing as equality (τι ἴσον), which is different from one object being equal to another; namely equality itself (αὐτὸ τὸ ἴσον). Simmias agrees without question that equality itself exists. Socrates asks whether we know what equality itself is and Simmias again accepts that we do. Socrates then asks where we get our knowledge of equality from. He enquires whether it is from observed objects, such as equal pieces of wood or stones, even though absolute equality is different from them. He leaves this question hanging and considers whether equal objects sometimes appear equal in one respect, but not in another. Simmias replies that they do. Socrates then asks whether equality itself ever appears to be the same as inequality and Simmias emphatically replies that this is not the case. Socrates is certainly portrayed as authoritative and logical in these lines and this impression is heightened by Simmias enthusiastic responses. However, candidates may point out that Simmias accepts all Socrates points in this passage without question. Socrates does draw a clear distinction between absolute equality and equal objects and his examples are well chosen. However, he goes on to use them to make sweeping conclusions without questioning important assumptions. σκόπει δή, ἦ δ ὅς, εἰ ταῦτα οὕτως ἔχει., φαμέν πού τι εἶναι ἴσον, οὐ ξύλον λέγω ξύλῳ οὐδὲ λίθον λίθῳ, ἀλλὰ παρὰ ταῦτα πάντα ἕτερόν τι, αὐτὸ τὸ ἴσον, φῶμεν μέντοι νὴ Δί, ἔφη ὁ Σιμμίας, θαυμαστῶς γε, πάνυ γε, ἦ δ ὅς, ἢ ξύλα ἢ λίθους ἢ ἄλλα ἄττα ἰδόντες ἴσα, ἕτερον ὂν τούτων, σκόπει δὲ καὶ τῇδε, ἆρ οὐ λίθοι μὲν ἴσοι καὶ ξύλα ἐνίοτε ταὐτὰ ὄντα τῷ μὲν ἴσα φαίνεται, τῷ δ οὔ; τί δέ; αὐτὰ τὰ ἴσα ἔστιν ὅτε ἄνισά σοι ἐφάνη, ἢ ἡ ἰσότης ἀνισότης, οὐδεπώποτέ γε, ὦ Σώκρατες. [9]
7 Page 7 Mark Scheme Syllabus Paper (ii) Translation is marked out of 15, divided by 3. οὐ ταὐτὸν ἄρα ἐστίν, ἦ δ ὅς, ταῦτά τε τὰ ἴσα καὶ αὐτὸ τὸ ἴσον. (3 Marks) οὐδαμῶς μοι φαίνεται, ὦ Σώκρατες. (2 Marks) ἀλλὰ μὴν ἐκ τούτων γ, ἔφη, τῶν ἴσων, ἑτέρων ὄντων ἐκείνου τοῦ ἴσου, (3 Marks) ὅμως αὐτοῦ τὴν ἐπιστήμην ἐννενόηκάς τε καὶ εἴληφας; (3 Marks) ἀληθέστατα, ἔφη, λέγεις. (1 Mark) οὐκοῦν ἢ ὁμοίου ὄντος τούτοις ἢ ἀνομοίου; (2 Marks) πάνυ γε. (1 Mark) (iii) In this section of the argument, Plato asks whether perceived equal objects, such as equal pieces of wood seem to us to be equal as abstract equality is equal or do they somehow fall short of it. Candidates should explain that Plato means that these objects may make us think of abstract equality, but we never think that they are truly equal. This example plays an important part in the recollection argument as Plato goes on to argue that objects we perceive make us think about absolute qualities (forms) that we could only have learned about before birth. If we learn about qualities, such as absolute equality, before being born, this would prove that the soul could exist outside the body and give us good reason to believe that the soul is immortal. Candidates who demonstrate a good understanding of Plato s argument here and the role this passage plays in the recollection argument will receive high marks. [6] 5 Discuss Thucydides portrait of Pericles in Book II. [20] AO1: AO3: Candidates should demonstrate a detailed knowledge of Thucydides description of Pericles in Book 2. They should show a good understanding of Pericles funeral speech and Thucydides account of the plague in Athens. They should discuss Thucydides account of Pericles naval expedition against the Peloponnese and Pericles later speech to the Athenian assembly. They should also consider Thucydides analysis of Pericles career at the end of the extract and also his discussion of Pericles successors. Candidates should evaluate the portrait of Pericles that Thucydides gives us in the funeral speech. They could discuss to what extent this speech echoes Pericles own opinions or whether the speech reflects Thucydides own opinion of what it would have been appropriate for Pericles to say. They should consider to what extent Thucydides horrifying description of the plague casts doubt on the positive and patriotic sentiments expressed by Pericles in his speech. They should evaluate Thucydides narrative of Pericles leadership of the expedition against the Peloponnese and consider whether Thucydides gives us sufficient information for us to judge whether this was a good use of resources. They should evaluate the impression Thucydides gives of Pericles in his speech to the assembly. They should discuss Thucydides verdict on Pericles career and consider whether his positive verdict is justified from the preceding narrative or whether it can be criticised as hero-worship.
8 Page 8 Mark Scheme Syllabus Paper 6 More literary artist than historian : do you agree with this view of Thucydides, based upon your reading of Book II? [20] AO1: AO3: Candidates should discuss Pericles funeral speech and they should consider to what extent he has shaped the original speech to suit the context. They should discuss Thucydides description of the plague and how he creates a horrifying description. They could discuss the historical narrative that follows the plague and consider to what it extent it forms an effective contrast with Thucydides account of the plague. They should discuss Thucydides account of how the Athenians criticised Pericles and his speech in response. They could discuss Thucydides analysis of Pericles career and consider whether this verdict has a tragic effect. Candidates should evaluate Pericles funeral speech and Thucydides depiction of Pericles as a statesman. They could consider whether Pericles could be compared to a character from Greek tragedy (Oedipus is the obvious example). They should analyse Thucydides account of the play and consider the influence not just of tragedy but also Homer and the medical writers. They could discuss the juxtaposition of Pericles eloquent and optimistic speech with the horrifying account of the plague. They could analyse how Thucydides varies his tone to emphasise the most important sections of his history. They should analyse the effect of Pericles second speech and Thucydides comparison of Pericles with his successors. They may well conclude that there is a tragic element to Thucydides judgement that it was because of the disputes between Pericles successors that Athens lost the war. 7 How persuasive are Socrates arguments that a philosopher should welcome death? [20] AO1: AO3: Candidates should demonstrate detailed knowledge of the different arguments for the immortality in the soul in the Phaedo. They should discuss the argument that the only possible source for the souls of the living are the souls of the dead and also the argument that knowledge is recollection of ideas gained in a previous existence. They should also discuss Plato s rejection of the body and knowledge gained through the body. They should discuss Socrates different methods of persuasion. Candidates should evaluate the different arguments that Socrates uses. They are likely to conclude that both arguments contain logical flaws. They could refer to Cebes objection that Plato s argument that philosophers should welcome death depends on the belief in the immortality of the soul. However, both arguments have persuasive elements, particularly in context. Candidates could discuss Plato s use of analogy and his reference to myth. They could also consider the consequences of Plato s scepticism of physical knowledge and his rejection of the body. 8 Discuss Plato s characterisation of Socrates and his companions. [20] AO1: Candidates should demonstrate detailed knowledge of Socrates opening discussion with Simmias and Cebes. They should discuss how the main focus is on Socrates himself as the other speakers in the dialogue often give predictable and supportive answers. However, there are a number of occasions where Socrates companions are effectively characterised. Simmias, Cebes, Crito and Apollodorus all come through as individual characters, for example. However, the crucial character is, of course, Socrates himself.
9 Page 9 Mark Scheme Syllabus Paper AO3: Candidates should discuss to what extent Socrates emerges as an attractive character in the Phaedo. Most readers will be impressed by his courage and his acceptance of death. Candidates could also discuss his commitment to philosophy and his hope of gaining further knowledge after death. Candidates could remark on his humour and his concern for his companions. They may, however, not be impressed that he sends his wife away before his death. Candidates should discuss how effectively Plato characterises Socrates companions. He describes Cebes as particularly keen to question arguments and Cebes does come up with two of the more important objections. Simmias is also characterised positively and Plato makes use of his Simmias Boeotian background and his friendship with Cebes. Plato quickly builds an effective picture of Crito as motivated primarily by personal concern for Socrates. Even minor characters, such as Apollodorus and the jailor hold our attention towards the end of the dialogue.
CLASSICAL GREEK 9787/02 Paper 2 Prose Literature May/June hours
Cambridge International Examinations Cambridge Pre-U Certificate www.xtremepapers.com CLASSICAL GREEK 9787/02 Paper 2 Prose Literature May/June 2014 2 hours Additional Materials: Answer Booklet/Paper *
0543 GREEK 0543/02 Paper 2 (Reading and Directed Writing), maximum raw mark 65
UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS International General Certificate of Secondary Education MARK SCHEME for the May/June 2009 question paper for the guidance of teachers 0543 GREEK 0543/02
ΑΓΓΛΙΚΗ ΓΛΩΣΣΑ ΣΕ ΕΙΔΙΚΑ ΘΕΜΑΤΑ ΔΙΕΘΝΩΝ ΣΧΕΣΕΩΝ & ΟΙΚΟΝΟΜΙΑΣ
ΑΓΓΛΙΚΗ ΓΛΩΣΣΑ ΣΕ ΕΙΔΙΚΑ ΘΕΜΑΤΑ ΔΙΕΘΝΩΝ ΣΧΕΣΕΩΝ & ΟΙΚΟΝΟΜΙΑΣ Ενότητα 1β: Principles of PS Ιφιγένεια Μαχίλη Τμήμα Οικονομικών Επιστημών Άδειες Χρήσης Το παρόν εκπαιδευτικό υλικό υπόκειται σε άδειες χρήσης
ιδαγμένο κείμενο Θουκυδίδη Περικλέους Ἐπιτάφιος (37)
ΑΡΧΗ 1ΗΣ ΣΕΛΙ ΑΣ ΕΠΑΝΑΛΗΠΤΙΚΕΣ ΑΠΟΛΥΤΗΡΙΕΣ ΕΞΕΤΑΣΕΙΣ Σ ΗΜΕΡΗΣΙΟΥ ΕΝΙΑΙΟΥ ΛΥΚΕΙΟΥ ΕΥΤΕΡΑ 11 ΙΟΥΛΙΟΥ 2005 ΕΞΕΤΑΖΟΜΕΝΟ ΜΑΘΗΜΑ: ΑΡΧΑΙΑ ΕΛΛΗΝΙΚΑ ΘΕΩΡΗΤΙΚΗΣ ΚΑΤΕΥΘΥΝΣΗΣ ΣΥΝΟΛΟ ΣΕΛΙ ΩΝ: ΠΕΝΤΕ (5) ιδαγμένο κείμενο
Potential Dividers. 46 minutes. 46 marks. Page 1 of 11
Potential Dividers 46 minutes 46 marks Page 1 of 11 Q1. In the circuit shown in the figure below, the battery, of negligible internal resistance, has an emf of 30 V. The pd across the lamp is 6.0 V and
Modern Greek Extension
Centre Number 2017 HIGHER SCHOOL CERTIFICATE EXAMINATION Student Number Modern Greek Extension Written Examination General Instructions Reading time 10 minutes Working time 1 hour and 50 minutes Write
Advanced Subsidiary Unit 1: Understanding and Written Response
Write your name here Surname Other names Edexcel GE entre Number andidate Number Greek dvanced Subsidiary Unit 1: Understanding and Written Response Thursday 16 May 2013 Morning Time: 2 hours 45 minutes
Επιβλέπουσα Καθηγήτρια: ΣΟΦΙΑ ΑΡΑΒΟΥ ΠΑΠΑΔΑΤΟΥ
EΛΛΗΝΙΚΗ ΔΗΜΟΚΡΑΤΙΑ ΕΚΠΑΙΔΕΥΤΙΚΟ ΤΕΧΝΟΛΟΓΙΚΟ ΙΔΡΥΜΑ ΤΕΙ ΙΟΝΙΩΝ ΝΗΣΩΝ ΤΜΗΜΑ ΔΗΜΟΣΙΩΝ ΣΧΕΣΕΩΝ & ΕΠΙΚΟΙΝΩΝΙΑΣ Ταχ. Δ/νση : Λεωφ. Αντ.Τρίτση, Αργοστόλι Κεφαλληνίας Τ.Κ. 28 100 τηλ. : 26710-27311 fax : 26710-27312
C.S. 430 Assignment 6, Sample Solutions
C.S. 430 Assignment 6, Sample Solutions Paul Liu November 15, 2007 Note that these are sample solutions only; in many cases there were many acceptable answers. 1 Reynolds Problem 10.1 1.1 Normal-order
ΤΕΧΝΟΛΟΓΙΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΚΥΠΡΟΥ ΤΜΗΜΑ ΝΟΣΗΛΕΥΤΙΚΗΣ
ΤΕΧΝΟΛΟΓΙΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΚΥΠΡΟΥ ΤΜΗΜΑ ΝΟΣΗΛΕΥΤΙΚΗΣ ΠΤΥΧΙΑΚΗ ΕΡΓΑΣΙΑ ΨΥΧΟΛΟΓΙΚΕΣ ΕΠΙΠΤΩΣΕΙΣ ΣΕ ΓΥΝΑΙΚΕΣ ΜΕΤΑ ΑΠΟ ΜΑΣΤΕΚΤΟΜΗ ΓΕΩΡΓΙΑ ΤΡΙΣΟΚΚΑ Λευκωσία 2012 ΤΕΧΝΟΛΟΓΙΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΚΥΠΡΟΥ ΣΧΟΛΗ ΕΠΙΣΤΗΜΩΝ
2 Composition. Invertible Mappings
Arkansas Tech University MATH 4033: Elementary Modern Algebra Dr. Marcel B. Finan Composition. Invertible Mappings In this section we discuss two procedures for creating new mappings from old ones, namely,
1999 MODERN GREEK 2 UNIT Z
STUDENT NUMBER CENTRE NUMBER HIGHER SCHOOL CERTIFICATE EXAMINATION 1999 MODERN GREEK 2 UNIT Z (55 Marks) Time allowed Two hours (Plus 5 minutes reading time) DIRECTIONS TO CANDIDATES Write your Student
3.4 SUM AND DIFFERENCE FORMULAS. NOTE: cos(α+β) cos α + cos β cos(α-β) cos α -cos β
3.4 SUM AND DIFFERENCE FORMULAS Page Theorem cos(αβ cos α cos β -sin α cos(α-β cos α cos β sin α NOTE: cos(αβ cos α cos β cos(α-β cos α -cos β Proof of cos(α-β cos α cos β sin α Let s use a unit circle
derivation of the Laplacian from rectangular to spherical coordinates
derivation of the Laplacian from rectangular to spherical coordinates swapnizzle 03-03- :5:43 We begin by recognizing the familiar conversion from rectangular to spherical coordinates (note that φ is used
ΚΥΠΡΙΑΚΗ ΕΤΑΙΡΕΙΑ ΠΛΗΡΟΦΟΡΙΚΗΣ CYPRUS COMPUTER SOCIETY ΠΑΓΚΥΠΡΙΟΣ ΜΑΘΗΤΙΚΟΣ ΔΙΑΓΩΝΙΣΜΟΣ ΠΛΗΡΟΦΟΡΙΚΗΣ 19/5/2007
Οδηγίες: Να απαντηθούν όλες οι ερωτήσεις. Αν κάπου κάνετε κάποιες υποθέσεις να αναφερθούν στη σχετική ερώτηση. Όλα τα αρχεία που αναφέρονται στα προβλήματα βρίσκονται στον ίδιο φάκελο με το εκτελέσιμο
Chapter 2 * * * * * * * Introduction to Verbs * * * * * * *
Chapter 2 * * * * * * * Introduction to Verbs * * * * * * * In the first chapter, we practiced the skill of reading Greek words. Now we want to try to understand some parts of what we read. There are a
ΕΠΙΧΕΙΡΗΣΙΑΚΗ ΑΛΛΗΛΟΓΡΑΦΙΑ ΚΑΙ ΕΠΙΚΟΙΝΩΝΙΑ ΣΤΗΝ ΑΓΓΛΙΚΗ ΓΛΩΣΣΑ
Ανοικτά Ακαδημαϊκά Μαθήματα στο ΤΕΙ Ιονίων Νήσων ΕΠΙΧΕΙΡΗΣΙΑΚΗ ΑΛΛΗΛΟΓΡΑΦΙΑ ΚΑΙ ΕΠΙΚΟΙΝΩΝΙΑ ΣΤΗΝ ΑΓΓΛΙΚΗ ΓΛΩΣΣΑ Ενότητα 1: Elements of Syntactic Structure Το περιεχόμενο του μαθήματος διατίθεται με άδεια
Code Breaker. TEACHER s NOTES
TEACHER s NOTES Time: 50 minutes Learning Outcomes: To relate the genetic code to the assembly of proteins To summarize factors that lead to different types of mutations To distinguish among positive,
Section 1: Listening and responding. Presenter: Niki Farfara MGTAV VCE Seminar 7 August 2016
Section 1: Listening and responding Presenter: Niki Farfara MGTAV VCE Seminar 7 August 2016 Section 1: Listening and responding Section 1: Listening and Responding/ Aκουστική εξέταση Στο πρώτο μέρος της
Adjectives. Describing the Qualities of Things. A lesson for the Paideia web-app Ian W. Scott, 2015
Adjectives Describing the Qualities of Things A lesson for the Paideia web-app Ian W. Scott, 2015 Getting Started with Adjectives It's hard to say much using only nouns and pronouns Simon is a father.
ΚΥΠΡΙΑΚΗ ΕΤΑΙΡΕΙΑ ΠΛΗΡΟΦΟΡΙΚΗΣ CYPRUS COMPUTER SOCIETY ΠΑΓΚΥΠΡΙΟΣ ΜΑΘΗΤΙΚΟΣ ΔΙΑΓΩΝΙΣΜΟΣ ΠΛΗΡΟΦΟΡΙΚΗΣ 6/5/2006
Οδηγίες: Να απαντηθούν όλες οι ερωτήσεις. Ολοι οι αριθμοί που αναφέρονται σε όλα τα ερωτήματα είναι μικρότεροι το 1000 εκτός αν ορίζεται διαφορετικά στη διατύπωση του προβλήματος. Διάρκεια: 3,5 ώρες Καλή
LESSON 14 (ΜΑΘΗΜΑ ΔΕΚΑΤΕΣΣΕΡΑ) REF : 202/057/34-ADV. 18 February 2014
LESSON 14 (ΜΑΘΗΜΑ ΔΕΚΑΤΕΣΣΕΡΑ) REF : 202/057/34-ADV 18 February 2014 Slowly/quietly Clear/clearly Clean Quickly/quick/fast Hurry (in a hurry) Driver Attention/caution/notice/care Dance Σιγά Καθαρά Καθαρός/η/ο
Τ.Ε.Ι. ΔΥΤΙΚΗΣ ΜΑΚΕΔΟΝΙΑΣ ΠΑΡΑΡΤΗΜΑ ΚΑΣΤΟΡΙΑΣ ΤΜΗΜΑ ΔΗΜΟΣΙΩΝ ΣΧΕΣΕΩΝ & ΕΠΙΚΟΙΝΩΝΙΑΣ
Τ.Ε.Ι. ΔΥΤΙΚΗΣ ΜΑΚΕΔΟΝΙΑΣ ΠΑΡΑΡΤΗΜΑ ΚΑΣΤΟΡΙΑΣ ΤΜΗΜΑ ΔΗΜΟΣΙΩΝ ΣΧΕΣΕΩΝ & ΕΠΙΚΟΙΝΩΝΙΑΣ ΠΤΥΧΙΑΚΗ ΕΡΓΑΣΙΑ Η προβολή επιστημονικών θεμάτων από τα ελληνικά ΜΜΕ : Η κάλυψή τους στον ελληνικό ημερήσιο τύπο Σαραλιώτου
HOMEWORK 4 = G. In order to plot the stress versus the stretch we define a normalized stretch:
HOMEWORK 4 Problem a For the fast loading case, we want to derive the relationship between P zz and λ z. We know that the nominal stress is expressed as: P zz = ψ λ z where λ z = λ λ z. Therefore, applying
Paper Reference. Paper Reference(s) 1776/04 Edexcel GCSE Modern Greek Paper 4 Writing. Thursday 21 May 2009 Afternoon Time: 1 hour 15 minutes
Centre No. Candidate No. Paper Reference(s) 1776/04 Edexcel GCSE Modern Greek Paper 4 Writing Thursday 21 May 2009 Afternoon Time: 1 hour 15 minutes Materials required for examination Nil Paper Reference
CHAPTER 25 SOLVING EQUATIONS BY ITERATIVE METHODS
CHAPTER 5 SOLVING EQUATIONS BY ITERATIVE METHODS EXERCISE 104 Page 8 1. Find the positive root of the equation x + 3x 5 = 0, correct to 3 significant figures, using the method of bisection. Let f(x) =
Η ΨΥΧΙΑΤΡΙΚΗ - ΨΥΧΟΛΟΓΙΚΗ ΠΡΑΓΜΑΤΟΓΝΩΜΟΣΥΝΗ ΣΤΗΝ ΠΟΙΝΙΚΗ ΔΙΚΗ
ΑΡΙΣΤΟΤΕΛΕΙΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΘΕΣΣΑΛΟΝΙΚΗΣ ΝΟΜΙΚΗ ΣΧΟΛΗ ΠΡΟΓΡΑΜΜΑ ΜΕΤΑΠΤΥΧΙΑΚΩΝ ΣΠΟΥΔΩΝ ΤΟΜΕΑΣ ΙΣΤΟΡΙΑΣ ΦΙΛΟΣΟΦΙΑΣ ΚΑΙ ΚΟΙΝΩΝΙΟΛΟΓΙΑΣ ΤΟΥ ΔΙΚΑΙΟΥ Διπλωματική εργασία στο μάθημα «ΚΟΙΝΩΝΙΟΛΟΓΙΑ ΤΟΥ ΔΙΚΑΙΟΥ»
TMA4115 Matematikk 3
TMA4115 Matematikk 3 Andrew Stacey Norges Teknisk-Naturvitenskapelige Universitet Trondheim Spring 2010 Lecture 12: Mathematics Marvellous Matrices Andrew Stacey Norges Teknisk-Naturvitenskapelige Universitet
Every set of first-order formulas is equivalent to an independent set
Every set of first-order formulas is equivalent to an independent set May 6, 2008 Abstract A set of first-order formulas, whatever the cardinality of the set of symbols, is equivalent to an independent
ΟΡΟΛΟΓΙΑ - ΞΕΝΗ ΓΛΩΣΣΑ
ΟΡΟΛΟΓΙΑ - ΞΕΝΗ ΓΛΩΣΣΑ Ενότητα 2: TIPS FOR A SUCCESFULL INTERVIEW Σταυρούλα Ταβουλτζίδου ΜΗΧ/ΚΩΝ ΠΕΡΙΒΑΛ.&ΜΗΧ/ΚΩΝ ΑΝΤΙΡ.ΤΕ-ΜΗΧ/ΚΩΝ ΑΝΤΙΡΡΥΠΑΝΣΗΣ Άδειες Χρήσης Το παρόν εκπαιδευτικό υλικό υπόκειται σε άδειες
Instruction Execution Times
1 C Execution Times InThisAppendix... Introduction DL330 Execution Times DL330P Execution Times DL340 Execution Times C-2 Execution Times Introduction Data Registers This appendix contains several tables
The Simply Typed Lambda Calculus
Type Inference Instead of writing type annotations, can we use an algorithm to infer what the type annotations should be? That depends on the type system. For simple type systems the answer is yes, and
Συντακτικές λειτουργίες
2 Συντακτικές λειτουργίες (Syntactic functions) A. Πτώσεις και συντακτικές λειτουργίες (Cases and syntactic functions) The subject can be identified by asking ποιος (who) or τι (what) the sentence is about.
Galatia SIL Keyboard Information
Galatia SIL Keyboard Information Keyboard ssignments The main purpose of the keyboards is to provide a wide range of keying options, so many characters can be entered in multiple ways. If you are typing
Section 8.3 Trigonometric Equations
99 Section 8. Trigonometric Equations Objective 1: Solve Equations Involving One Trigonometric Function. In this section and the next, we will exple how to solving equations involving trigonometric functions.
(1) Describe the process by which mercury atoms become excited in a fluorescent tube (3)
Q1. (a) A fluorescent tube is filled with mercury vapour at low pressure. In order to emit electromagnetic radiation the mercury atoms must first be excited. (i) What is meant by an excited atom? (1) (ii)
Οι αδελφοί Montgolfier: Ψηφιακή αφήγηση The Montgolfier Βrothers Digital Story (προτείνεται να διδαχθεί στο Unit 4, Lesson 3, Αγγλικά Στ Δημοτικού)
Οι αδελφοί Montgolfier: Ψηφιακή αφήγηση The Montgolfier Βrothers Digital Story (προτείνεται να διδαχθεί στο Unit 4, Lesson 3, Αγγλικά Στ Δημοτικού) Προσδοκώμενα αποτελέσματα Περιεχόμενο Ενδεικτικές δραστηριότητες
ΠΑΝΔΠΗΣΖΜΗΟ ΠΑΣΡΩΝ ΣΜΖΜΑ ΖΛΔΚΣΡΟΛΟΓΩΝ ΜΖΥΑΝΗΚΩΝ ΚΑΗ ΣΔΥΝΟΛΟΓΗΑ ΤΠΟΛΟΓΗΣΩΝ ΣΟΜΔΑ ΤΣΖΜΑΣΩΝ ΖΛΔΚΣΡΗΚΖ ΔΝΔΡΓΔΗΑ
ΠΑΝΔΠΗΣΖΜΗΟ ΠΑΣΡΩΝ ΣΜΖΜΑ ΖΛΔΚΣΡΟΛΟΓΩΝ ΜΖΥΑΝΗΚΩΝ ΚΑΗ ΣΔΥΝΟΛΟΓΗΑ ΤΠΟΛΟΓΗΣΩΝ ΣΟΜΔΑ ΤΣΖΜΑΣΩΝ ΖΛΔΚΣΡΗΚΖ ΔΝΔΡΓΔΗΑ Γηπισκαηηθή Δξγαζία ηνπ Φνηηεηή ηνπ ηκήκαηνο Ζιεθηξνιόγσλ Μεραληθώλ θαη Σερλνινγίαο Ζιεθηξνληθώλ
EE512: Error Control Coding
EE512: Error Control Coding Solution for Assignment on Finite Fields February 16, 2007 1. (a) Addition and Multiplication tables for GF (5) and GF (7) are shown in Tables 1 and 2. + 0 1 2 3 4 0 0 1 2 3
the total number of electrons passing through the lamp.
1. A 12 V 36 W lamp is lit to normal brightness using a 12 V car battery of negligible internal resistance. The lamp is switched on for one hour (3600 s). For the time of 1 hour, calculate (i) the energy
Math 6 SL Probability Distributions Practice Test Mark Scheme
Math 6 SL Probability Distributions Practice Test Mark Scheme. (a) Note: Award A for vertical line to right of mean, A for shading to right of their vertical line. AA N (b) evidence of recognizing symmetry
Concrete Mathematics Exercises from 30 September 2016
Concrete Mathematics Exercises from 30 September 2016 Silvio Capobianco Exercise 1.7 Let H(n) = J(n + 1) J(n). Equation (1.8) tells us that H(2n) = 2, and H(2n+1) = J(2n+2) J(2n+1) = (2J(n+1) 1) (2J(n)+1)
ΑΓΓΛΙΚΑ IV. Ενότητα 6: Analysis of Greece: Your Strategic Partner in Southeast Europe. Ιφιγένεια Μαχίλη Τμήμα Οικονομικών Επιστημών
Ενότητα 6: Analysis of Greece: Your Strategic Partner in Southeast Europe Ιφιγένεια Μαχίλη Άδειες Χρήσης Το παρόν εκπαιδευτικό υλικό υπόκειται σε άδειες χρήσης Creative Commons. Για εκπαιδευτικό υλικό,
Right Rear Door. Let's now finish the door hinge saga with the right rear door
Right Rear Door Let's now finish the door hinge saga with the right rear door You may have been already guessed my steps, so there is not much to describe in detail. Old upper one file:///c /Documents
«ΨΥΧΙΚΗ ΥΓΕΙΑ ΚΑΙ ΣΕΞΟΥΑΛΙΚΗ» ΠΑΝΕΥΡΩΠΑΪΚΗ ΕΡΕΥΝΑ ΤΗΣ GAMIAN- EUROPE
«ΨΥΧΙΚΗ ΥΓΕΙΑ ΚΑΙ ΣΕΞΟΥΑΛΙΚΗ» ΠΑΝΕΥΡΩΠΑΪΚΗ ΕΡΕΥΝΑ ΤΗΣ GAMIAN- EUROPE We would like to invite you to participate in GAMIAN- Europe research project. You should only participate if you want to and choosing
Business English. Ενότητα # 9: Financial Planning. Ευαγγελία Κουτσογιάννη Τμήμα Διοίκησης Επιχειρήσεων
ΕΛΛΗΝΙΚΗ ΔΗΜΟΚΡΑΤΙΑ Ανώτατο Εκπαιδευτικό Ίδρυμα Πειραιά Τεχνολογικού Τομέα Business English Ενότητα # 9: Financial Planning Ευαγγελία Κουτσογιάννη Τμήμα Διοίκησης Επιχειρήσεων Άδειες Χρήσης Το παρόν εκπαιδευτικό
department listing department name αχχουντσ ϕανε βαλικτ δδσϕηασδδη σδηφγ ασκϕηλκ τεχηνιχαλ αλαν ϕουν διξ τεχηνιχαλ ϕοην µαριανι
She selects the option. Jenny starts with the al listing. This has employees listed within She drills down through the employee. The inferred ER sttricture relates this to the redcords in the databasee
ΙΑΤΜΗΜΑΤΙΚΟ ΠΡΟΓΡΑΜΜΑ ΜΕΤΑΠΤΥΧΙΑΚΩΝ ΣΠΟΥ ΩΝ ΣΤΗ ΙΟΙΚΗΣΗ ΕΠΙΧΕΙΡΗΣΕΩΝ. ιπλωµατική Εργασία. της ΘΕΟ ΟΣΟΠΟΥΛΟΥ ΕΛΕΝΗΣ ΜΣ:5411
Παρακίνηση εργαζοµένων: Ο ρόλος του ηγέτη στην παρακίνηση των εργαζοµένων. ΙΑΤΜΗΜΑΤΙΚΟ ΠΡΟΓΡΑΜΜΑ ΜΕΤΑΠΤΥΧΙΑΚΩΝ ΣΠΟΥ ΩΝ ΣΤΗ ΙΟΙΚΗΣΗ ΕΠΙΧΕΙΡΗΣΕΩΝ ιπλωµατική Εργασία της ΘΕΟ ΟΣΟΠΟΥΛΟΥ ΕΛΕΝΗΣ ΜΣ:5411 ΠΑΡΑΚΙΝΗΣΗ
Démographie spatiale/spatial Demography
ΠΑΝΕΠΙΣΤΗΜΙΟ ΘΕΣΣΑΛΙΑΣ Démographie spatiale/spatial Demography Session 1: Introduction to spatial demography Basic concepts Michail Agorastakis Department of Planning & Regional Development Άδειες Χρήσης
ΑΓΓΛΙΚΑ IV. Ενότητα 8: Analysis of Consumerism and Consumers Rights. Ιφιγένεια Μαχίλη Τμήμα Οικονομικών Επιστημών
Ενότητα 8: Analysis of Consumerism and Consumers Rights Ιφιγένεια Μαχίλη Άδειες Χρήσης Το παρόν εκπαιδευτικό υλικό υπόκειται σε άδειες χρήσης Creative Commons. Για εκπαιδευτικό υλικό, όπως εικόνες, που
Αναερόβια Φυσική Κατάσταση
Αναερόβια Φυσική Κατάσταση Γιάννης Κουτεντάκης, BSc, MA. PhD Αναπληρωτής Καθηγητής ΤΕΦΑΑ, Πανεπιστήµιο Θεσσαλίας Περιεχόµενο Μαθήµατος Ορισµός της αναερόβιας φυσικής κατάστασης Σχέσης µε µηχανισµούς παραγωγής
The challenges of non-stable predicates
The challenges of non-stable predicates Consider a non-stable predicate Φ encoding, say, a safety property. We want to determine whether Φ holds for our program. The challenges of non-stable predicates
ΤΕΧΝΟΛΟΓΙΚΟ ΕΚΠΑΙΔΕΥΤΙΚΟ ΙΔΡΥΜΑ ΠΕΛΟΠΟΝΝΗΣΟΥ
ΤΕΧΝΟΛΟΓΙΚΟ ΕΚΠΑΙΔΕΥΤΙΚΟ ΙΔΡΥΜΑ ΠΕΛΟΠΟΝΝΗΣΟΥ ΣΧΟΛΗ ΔΙΟΙΚΗΣΗΣ ΚΑΙ ΟΙΚΟΝΟΜΙΑΣ ΤΜΗΜΑ ΔΙΟΙΚΗΣΗΣ ΕΠΙΧΕΙΡΗΣΕΩΝ ΚΑΙ ΟΡΓΑΝΙΣΜΩΝ Κατ/νση Τοπικής Αυτοδιοίκησης ΠΤΥΧΙΑΚΗ ΕΡΓΑΣΙΑ «Μοντέλα στρατηγικής διοίκησης και
Πανεπιστήμιο Πειραιώς Τμήμα Πληροφορικής Πρόγραμμα Μεταπτυχιακών Σπουδών «Πληροφορική»
Πανεπιστήμιο Πειραιώς Τμήμα Πληροφορικής Πρόγραμμα Μεταπτυχιακών Σπουδών «Πληροφορική» Μεταπτυχιακή Διατριβή Τίτλος Διατριβής Επίκαιρα Θέματα Ηλεκτρονικής Διακυβέρνησης Ονοματεπώνυμο Φοιτητή Σταμάτιος
ΠΤΥΧΙΑΚΗ ΕΡΓΑΣΙΑ ΒΑΛΕΝΤΙΝΑ ΠΑΠΑΔΟΠΟΥΛΟΥ Α.Μ.: 09/061. Υπεύθυνος Καθηγητής: Σάββας Μακρίδης
Α.Τ.Ε.Ι. ΙΟΝΙΩΝ ΝΗΣΩΝ ΠΑΡΑΡΤΗΜΑ ΑΡΓΟΣΤΟΛΙΟΥ ΤΜΗΜΑ ΔΗΜΟΣΙΩΝ ΣΧΕΣΕΩΝ ΚΑΙ ΕΠΙΚΟΙΝΩΝΙΑΣ ΠΤΥΧΙΑΚΗ ΕΡΓΑΣΙΑ «Η διαμόρφωση επικοινωνιακής στρατηγικής (και των τακτικών ενεργειών) για την ενδυνάμωση της εταιρικής
ΖητΗματα υποδοχης και προσληψης του Franz Kafka στην ΕλλΑδα
ΖητΗματα υποδοχης και προσληψης του Franz Kafka στην ΕλλΑδα Ζητήματα υποδοχής και πρόσληψης του Franz Kafka στην Ελλάδα Μιχ. Γ. Μπακογιάννης Aspects of Kafka s reception in Modern Greek Literature: The
ΜΕΤΑΠΤΥΧΙΑΚΗ ΔΙΠΛΩΜΑΤΙΚΗ ΕΡΓΑΣΙΑ «ΘΕΜΑ»
ΠΑΝΕΠΙΣΤΗΜΙΟ ΑΙΓΑΙΟΥ ΣΧΟΛΗ ΑΝΘΡΩΠΙΣΤΙΚΩΝ ΕΠΙΣΤΗΜΩΝ ΤΜΗΜΑ ΕΠΙΣΤΗΜΩΝ ΤΗΣ ΠΡΟΣΧΟΛΙΚΗΣ ΑΓΩΓΗΣ ΚΑΙ ΤΟΥ ΕΚΠΑΙΔΕΥΤΙΚΟΥ ΣΧΕΔΙΑΣΜΟΥ Π.Μ.Σ. «ΠΕΡΙΒΑΛΛΟΝΤΙΚΗ ΕΚΠΑΙΔΕΥΣΗ» ΜΕΤΑΠΤΥΧΙΑΚΗ ΔΙΠΛΩΜΑΤΙΚΗ ΕΡΓΑΣΙΑ «ΘΕΜΑ» «Εφαρμογή
UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS International General Certificate of Secondary Education
www.xtremepapers.com UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS International General Certificate of Secondary Education *6301456813* GREEK 0543/03 Paper 3 Speaking Role Play Card One 1 March 30
ΠΑΝΕΠΙΣΤΗΜΙΟ ΠΕΙΡΑΙΑ ΤΜΗΜΑ ΝΑΥΤΙΛΙΑΚΩΝ ΣΠΟΥΔΩΝ ΠΡΟΓΡΑΜΜΑ ΜΕΤΑΠΤΥΧΙΑΚΩΝ ΣΠΟΥΔΩΝ ΣΤΗΝ ΝΑΥΤΙΛΙΑ
ΠΑΝΕΠΙΣΤΗΜΙΟ ΠΕΙΡΑΙΑ ΤΜΗΜΑ ΝΑΥΤΙΛΙΑΚΩΝ ΣΠΟΥΔΩΝ ΠΡΟΓΡΑΜΜΑ ΜΕΤΑΠΤΥΧΙΑΚΩΝ ΣΠΟΥΔΩΝ ΣΤΗΝ ΝΑΥΤΙΛΙΑ ΝΟΜΙΚΟ ΚΑΙ ΘΕΣΜΙΚΟ ΦΟΡΟΛΟΓΙΚΟ ΠΛΑΙΣΙΟ ΚΤΗΣΗΣ ΚΑΙ ΕΚΜΕΤΑΛΛΕΥΣΗΣ ΠΛΟΙΟΥ ΔΙΠΛΩΜΑΤΙΚΗ ΕΡΓΑΣΙΑ που υποβλήθηκε στο
Classical Greek Extension
2001 HIGHER SCHOOL CERTIFICATE EXAMINATION Classical Greek Extension Total marks 50 General Instructions Reading time 10 minutes Working time 1 hour and 50 minutes Write using black or blue pen Section
Cambridge International Examinations Cambridge International General Certificate of Secondary Education
Cambridge International Examinations Cambridge International General Certificate of Secondary Education *4358398658* GREEK 0543/04 Paper 4 Writing May/June 2015 1 hour Candidates answer on the Question
Example Sheet 3 Solutions
Example Sheet 3 Solutions. i Regular Sturm-Liouville. ii Singular Sturm-Liouville mixed boundary conditions. iii Not Sturm-Liouville ODE is not in Sturm-Liouville form. iv Regular Sturm-Liouville note
Other Test Constructions: Likelihood Ratio & Bayes Tests
Other Test Constructions: Likelihood Ratio & Bayes Tests Side-Note: So far we have seen a few approaches for creating tests such as Neyman-Pearson Lemma ( most powerful tests of H 0 : θ = θ 0 vs H 1 :
Advanced Unit 2: Understanding, Written Response and Research
Write your name here Surname Other names Edexcel GCE Centre Number Candidate Number Greek Advanced Unit 2: Understanding, Written Response and Research Thursday 9 June 2011 Morning Time: 3 hours Paper
Econ 2110: Fall 2008 Suggested Solutions to Problem Set 8 questions or comments to Dan Fetter 1
Eon : Fall 8 Suggested Solutions to Problem Set 8 Email questions or omments to Dan Fetter Problem. Let X be a salar with density f(x, θ) (θx + θ) [ x ] with θ. (a) Find the most powerful level α test
Cambridge International Examinations Cambridge International General Certificate of Secondary Education
Cambridge International Examinations Cambridge International General Certificate of Secondary Education *8175930111* GREEK 0543/04 Paper 4 Writing May/June 2017 1 hour Candidates answer on the Question
ΙΠΛΩΜΑΤΙΚΗ ΕΡΓΑΣΙΑ. ΘΕΜΑ: «ιερεύνηση της σχέσης µεταξύ φωνηµικής επίγνωσης και ορθογραφικής δεξιότητας σε παιδιά προσχολικής ηλικίας»
ΠΑΝΕΠΙΣΤΗΜΙΟ ΑΙΓΑΙΟΥ ΣΧΟΛΗ ΑΝΘΡΩΠΙΣΤΙΚΩΝ ΕΠΙΣΤΗΜΩΝ ΤΜΗΜΑ ΕΠΙΣΤΗΜΩΝ ΤΗΣ ΠΡΟΣΧΟΛΙΚΗΣ ΑΓΩΓΗΣ ΚΑΙ ΤΟΥ ΕΚΠΑΙ ΕΥΤΙΚΟΥ ΣΧΕ ΙΑΣΜΟΥ «ΠΑΙ ΙΚΟ ΒΙΒΛΙΟ ΚΑΙ ΠΑΙ ΑΓΩΓΙΚΟ ΥΛΙΚΟ» ΙΠΛΩΜΑΤΙΚΗ ΕΡΓΑΣΙΑ που εκπονήθηκε για τη
Μηχανική Μάθηση Hypothesis Testing
ΕΛΛΗΝΙΚΗ ΔΗΜΟΚΡΑΤΙΑ ΠΑΝΕΠΙΣΤΗΜΙΟ ΚΡΗΤΗΣ Μηχανική Μάθηση Hypothesis Testing Γιώργος Μπορμπουδάκης Τμήμα Επιστήμης Υπολογιστών Procedure 1. Form the null (H 0 ) and alternative (H 1 ) hypothesis 2. Consider
Cambridge International Examinations Cambridge International General Certificate of Secondary Education
Cambridge International Examinations Cambridge International General Certificate of Secondary Education *1880009435* GREEK 0543/04 Paper 4 Writing May/June 2018 1 hour Candidates answer on the Question
«ΑΓΡΟΤΟΥΡΙΣΜΟΣ ΚΑΙ ΤΟΠΙΚΗ ΑΝΑΠΤΥΞΗ: Ο ΡΟΛΟΣ ΤΩΝ ΝΕΩΝ ΤΕΧΝΟΛΟΓΙΩΝ ΣΤΗΝ ΠΡΟΩΘΗΣΗ ΤΩΝ ΓΥΝΑΙΚΕΙΩΝ ΣΥΝΕΤΑΙΡΙΣΜΩΝ»
I ΑΡΙΣΤΟΤΕΛΕΙΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΘΕΣΣΑΛΟΝΙΚΗΣ ΣΧΟΛΗ ΝΟΜΙΚΩΝ ΟΙΚΟΝΟΜΙΚΩΝ ΚΑΙ ΠΟΛΙΤΙΚΩΝ ΕΠΙΣΤΗΜΩΝ ΤΜΗΜΑ ΟΙΚΟΝΟΜΙΚΩΝ ΕΠΙΣΤΗΜΩΝ ΠΡΟΓΡΑΜΜΑ ΜΕΤΑΠΤΥΧΙΑΚΩΝ ΣΠΟΥΔΩΝ ΣΤΗΝ «ΔΙΟΙΚΗΣΗ ΚΑΙ ΟΙΚΟΝΟΜΙΑ» ΚΑΤΕΥΘΥΝΣΗ: ΟΙΚΟΝΟΜΙΚΗ
Section 9.2 Polar Equations and Graphs
180 Section 9. Polar Equations and Graphs In this section, we will be graphing polar equations on a polar grid. In the first few examples, we will write the polar equation in rectangular form to help identify
ΚΥΠΡΙΑΚΟΣ ΣΥΝΔΕΣΜΟΣ ΠΛΗΡΟΦΟΡΙΚΗΣ CYPRUS COMPUTER SOCIETY 21 ος ΠΑΓΚΥΠΡΙΟΣ ΜΑΘΗΤΙΚΟΣ ΔΙΑΓΩΝΙΣΜΟΣ ΠΛΗΡΟΦΟΡΙΚΗΣ Δεύτερος Γύρος - 30 Μαρτίου 2011
Διάρκεια Διαγωνισμού: 3 ώρες Απαντήστε όλες τις ερωτήσεις Μέγιστο Βάρος (20 Μονάδες) Δίνεται ένα σύνολο από N σφαιρίδια τα οποία δεν έχουν όλα το ίδιο βάρος μεταξύ τους και ένα κουτί που αντέχει μέχρι
«Χρήσεις γης, αξίες γης και κυκλοφοριακές ρυθμίσεις στο Δήμο Χαλκιδέων. Η μεταξύ τους σχέση και εξέλιξη.»
ΕΘΝΙΚΟ ΜΕΤΣΟΒΙΟ ΠΟΛΥΤΕΧΝΕΙΟ ΣΧΟΛΗ ΑΓΡΟΝΟΜΩΝ ΚΑΙ ΤΟΠΟΓΡΑΦΩΝ ΜΗΧΑΝΙΚΩΝ ΤΟΜΕΑΣ ΓΕΩΓΡΑΦΙΑΣ ΚΑΙ ΠΕΡΙΦΕΡΕΙΑΚΟΥ ΣΧΕΔΙΑΣΜΟΥ ΔΙΠΛΩΜΑΤΙΚΗ ΕΡΓΑΣΙΑ: «Χρήσεις γης, αξίες γης και κυκλοφοριακές ρυθμίσεις στο Δήμο Χαλκιδέων.
Fourier Series. MATH 211, Calculus II. J. Robert Buchanan. Spring Department of Mathematics
Fourier Series MATH 211, Calculus II J. Robert Buchanan Department of Mathematics Spring 2018 Introduction Not all functions can be represented by Taylor series. f (k) (c) A Taylor series f (x) = (x c)
UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS International General Certificate of Secondary Education
UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS International General Certificate of Secondary Education GREEK 0543/03 Paper 3 Speaking and Listening Role Play Booklet One For Examination from 2011
Phys460.nb Solution for the t-dependent Schrodinger s equation How did we find the solution? (not required)
Phys460.nb 81 ψ n (t) is still the (same) eigenstate of H But for tdependent H. The answer is NO. 5.5.5. Solution for the tdependent Schrodinger s equation If we assume that at time t 0, the electron starts
Πώς μπορεί κανείς να έχει έναν διερμηνέα κατά την επίσκεψή του στον Οικογενειακό του Γιατρό στο Ίσλινγκτον Getting an interpreter when you visit your
Πώς μπορεί κανείς να έχει έναν διερμηνέα κατά την επίσκεψή του στον Οικογενειακό του Γιατρό στο Ίσλινγκτον Getting an interpreter when you visit your GP practice in Islington Σε όλα τα Ιατρεία Οικογενειακού
UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS International General Certificate of Secondary Education
UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS International General Certificate of Secondary Education *2517291414* GREEK 0543/02 Paper 2 Reading and Directed Writing May/June 2013 1 hour 30 minutes
Cambridge International Examinations Cambridge International General Certificate of Secondary Education
Cambridge International Examinations Cambridge International General Certificate of Secondary Education *3148288373* GREEK 0543/04 Paper 4 Writing May/June 2016 1 hour Candidates answer on the Question
14 Lesson 2: The Omega Verb - Present Tense
Lesson 2: The Omega Verb - Present Tense Day one I. Word Study and Grammar 1. Most Greek verbs end in in the first person singular. 2. The present tense is formed by adding endings to the present stem.
ΕΙΣΑΓΩΓΗ ΣΤΗ ΣΤΑΤΙΣΤΙΚΗ ΑΝΑΛΥΣΗ
ΕΙΣΑΓΩΓΗ ΣΤΗ ΣΤΑΤΙΣΤΙΚΗ ΑΝΑΛΥΣΗ ΕΛΕΝΑ ΦΛΟΚΑ Επίκουρος Καθηγήτρια Τµήµα Φυσικής, Τοµέας Φυσικής Περιβάλλοντος- Μετεωρολογίας ΓΕΝΙΚΟΙ ΟΡΙΣΜΟΙ Πληθυσµός Σύνολο ατόµων ή αντικειµένων στα οποία αναφέρονται
4.6 Autoregressive Moving Average Model ARMA(1,1)
84 CHAPTER 4. STATIONARY TS MODELS 4.6 Autoregressive Moving Average Model ARMA(,) This section is an introduction to a wide class of models ARMA(p,q) which we will consider in more detail later in this
5.4 The Poisson Distribution.
The worst thing you can do about a situation is nothing. Sr. O Shea Jackson 5.4 The Poisson Distribution. Description of the Poisson Distribution Discrete probability distribution. The random variable
Finite Field Problems: Solutions
Finite Field Problems: Solutions 1. Let f = x 2 +1 Z 11 [x] and let F = Z 11 [x]/(f), a field. Let Solution: F =11 2 = 121, so F = 121 1 = 120. The possible orders are the divisors of 120. Solution: The
Living and Nonliving Created by: Maria Okraska
Living and Nonliving Created by: Maria Okraska http://enchantingclassroom.blogspot.com Living Living things grow, change, and reproduce. They need air, water, food, and a place to live in order to survive.
Statistical Inference I Locally most powerful tests
Statistical Inference I Locally most powerful tests Shirsendu Mukherjee Department of Statistics, Asutosh College, Kolkata, India. shirsendu st@yahoo.co.in So far we have treated the testing of one-sided
Lecture 2. Soundness and completeness of propositional logic
Lecture 2 Soundness and completeness of propositional logic February 9, 2004 1 Overview Review of natural deduction. Soundness and completeness. Semantics of propositional formulas. Soundness proof. Completeness
ΔΙΠΛΩΜΑΤΙΚΗ ΕΡΓΑΣΙΑ. Τα γνωστικά επίπεδα των επαγγελματιών υγείας Στην ανοσοποίηση κατά του ιού της γρίπης Σε δομές του νομού Λάρισας
ΠΑΝΕΠΙΣΤΗΜΙΟ ΘΕΣΣΑΛΙΑΣ ΣΧΟΛΗ ΕΠΙΣΤΗΜΩΝ ΥΓΕΙΑΣ ΤΜΗΜΑ ΙΑΤΡΙΚΗΣ ΠΡΟΓΡΑΜΜΑ ΜΕΤΑΠΤΥΧΙΑΚΩΝ ΣΠΟΥΔΩΝ ΠΡΩΤΟΒΑΘΜΙΑ ΦΡΟΝΤΙΔΑ ΥΓΕΙΑΣ ΔΙΠΛΩΜΑΤΙΚΗ ΕΡΓΑΣΙΑ Τα γνωστικά επίπεδα των επαγγελματιών υγείας Στην ανοσοποίηση
Κατανοώντας και στηρίζοντας τα παιδιά που πενθούν στο σχολικό πλαίσιο
Κατανοώντας και στηρίζοντας τα παιδιά που πενθούν στο σχολικό πλαίσιο Δρ. Παναγιώτης Πεντάρης - University of Greenwich - Association for the Study of Death and Society (ASDS) Περιεχόµενα Εννοιολογικές
ΦΥΛΛΟ ΕΡΓΑΣΙΑΣ Α. Διαβάστε τις ειδήσεις και εν συνεχεία σημειώστε. Οπτική γωνία είδησης 1:.
ΦΥΛΛΟ ΕΡΓΑΣΙΑΣ Α 2 ειδήσεις από ελληνικές εφημερίδες: 1. Τα Νέα, 13-4-2010, Σε ανθρώπινο λάθος αποδίδουν τη συντριβή του αεροσκάφους, http://www.tanea.gr/default.asp?pid=2&artid=4569526&ct=2 2. Τα Νέα,
Strain gauge and rosettes
Strain gauge and rosettes Introduction A strain gauge is a device which is used to measure strain (deformation) on an object subjected to forces. Strain can be measured using various types of devices classified
LESSON 6 (ΜΑΘΗΜΑ ΕΞΙ) REF : 201/045/26-ADV. 10 December 2013
LESSON 6 (ΜΑΘΗΜΑ ΕΞΙ) REF : 201/045/26-ADV 10 December 2013 I get up/i stand up I wash myself I shave myself I comb myself I dress myself Once (one time) Twice (two times) Three times Salary/wage/pay Alone/only
ΤΟ ΣΤΑΥΡΟΔΡΟΜΙ ΤΟΥ ΝΟΤΟΥ ΤΟ ΛΙΜΑΝΙ ΤΗΣ ΚΑΛΑΜΑΤΑΣ
ΤΟ ΣΤΑΥΡΟΔΡΟΜΙ ΤΟΥ ΝΟΤΟΥ ΤΟ ΛΙΜΑΝΙ ΤΗΣ ΚΑΛΑΜΑΤΑΣ ΖΑΡΑΒΕΛΑ Δ. 1, και ΒΡΥΩΝΗΣ Δ. 1 1 4ο Τ.Ε.Ε. Καλαμάτας, Δ/νση Δευτεροβάθμιας Εκ/σης Μεσσηνίας e-mail: dzaravela@yahoo.qr ΕΚΤΕΝΗΣ ΠΕΡΙΛΗΨΗ Από τις κύριες
Η αλληλεπίδραση ανάμεσα στην καθημερινή γλώσσα και την επιστημονική ορολογία: παράδειγμα από το πεδίο της Κοσμολογίας
Η αλληλεπίδραση ανάμεσα στην καθημερινή γλώσσα και την επιστημονική ορολογία: παράδειγμα από το πεδίο της Κοσμολογίας ΠΕΡΙΛΗΨΗ Αριστείδης Κοσιονίδης Η κατανόηση των εννοιών ενός επιστημονικού πεδίου απαιτεί
ΣΟΡΟΠΤΙΜΙΣΤΡΙΕΣ ΕΛΛΗΝΙΔΕΣ
ΕΛΛΗΝΙΔΕΣ ΣΟΡΟΠΤΙΜΙΣΤΡΙΕΣ ΕΚΔΟΣΗ ΤΗΣ ΣΟΡΟΠΤΙΜΙΣΤΙΚΗΣ ΕΝΩΣΗΣ ΕΛΛΑΔΟΣ - ΤΕΥΧΟΣ Νο 110 - Δ ΤΡΙΜΗΝΟ 2014 Το πρώτο βραβείο κέρδισε η Ελλάδα για την φωτογραφία Blue + Yellow = Green στον διαγωνισμό 2014 του
Matrices and Determinants
Matrices and Determinants SUBJECTIVE PROBLEMS: Q 1. For what value of k do the following system of equations possess a non-trivial (i.e., not all zero) solution over the set of rationals Q? x + ky + 3z
Cambridge International Examinations Cambridge International General Certificate of Secondary Education
Cambridge International Examinations Cambridge International General Certificate of Secondary Education *9458676952* GREEK 0543/03 Paper 3 Speaking Role Play Card One 1 March 30 April 2015 No Additional
ΕΠΙΧΕΙΡΗΣΙΑΚΗ ΑΛΛΗΛΟΓΡΑΦΙΑ ΚΑΙ ΕΠΙΚΟΙΝΩΝΙΑ ΣΤΗΝ ΑΓΓΛΙΚΗ ΓΛΩΣΣΑ
Ανοικτά Ακαδημαϊκά Μαθήματα στο ΤΕΙ Ιονίων Νήσων ΕΠΙΧΕΙΡΗΣΙΑΚΗ ΑΛΛΗΛΟΓΡΑΦΙΑ ΚΑΙ ΕΠΙΚΟΙΝΩΝΙΑ ΣΤΗΝ ΑΓΓΛΙΚΗ ΓΛΩΣΣΑ Ενότητα 4: English a Language of Economy Το περιεχόμενο του μαθήματος διατίθεται με άδεια
Cambridge International Examinations Cambridge International General Certificate of Secondary Education
Cambridge International Examinations Cambridge International General Certificate of Secondary Education GREEK 0543/04 Paper 4 Writing For Examination from 2015 SPECIMEN PAPER Candidates answer on the Question