Examination Papers |
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Give the chief principles of morality as taught by the earlier Stoics . Show how the rigour of their teaching was modified by later Stoic writers . 6. What is meant by " ideas " in Berkeley's sense of the word ? What are their sources ?
Give the chief principles of morality as taught by the earlier Stoics . Show how the rigour of their teaching was modified by later Stoic writers . 6. What is meant by " ideas " in Berkeley's sense of the word ? What are their sources ?
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The first principles of arithmetic are generalisations from experience . " Explain and examine this doctrine of Mill . 3. Contrast the Cartesian and Leibnitzian philosophies . 4. Point out the true and the false elements in ascetic ...
The first principles of arithmetic are generalisations from experience . " Explain and examine this doctrine of Mill . 3. Contrast the Cartesian and Leibnitzian philosophies . 4. Point out the true and the false elements in ascetic ...
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Use the principle of undetermined coefficients to ( a ) separate 2x2 / ( 1 - x ) ( 2 + x ) 2 into partial fractions . 3 ( b ) expand ( 1 - x ) to 4 terms . 3. ( a ) Write out an expansion for at in powers of ( i ) x , ( ii ) a — 1 .
Use the principle of undetermined coefficients to ( a ) separate 2x2 / ( 1 - x ) ( 2 + x ) 2 into partial fractions . 3 ( b ) expand ( 1 - x ) to 4 terms . 3. ( a ) Write out an expansion for at in powers of ( i ) x , ( ii ) a — 1 .
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( b ) Establish the principle used in ( a ) . 6. Explain the existence of surface tension , and prove that the height to which a liquid will rise in a capillary tube is inversely proportional to its radius . B. ( Omit one question ) .
( b ) Establish the principle used in ( a ) . 6. Explain the existence of surface tension , and prove that the height to which a liquid will rise in a capillary tube is inversely proportional to its radius . B. ( Omit one question ) .
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( a ) Draw diagrams to illustrate Huyghens ' Principle for the following cases : ( i ) Reflection of a plane wave from a plane surface . ( ii ) Refraction of a plane wave passing from glass to air . ( b ) The index of refraction from ...
( a ) Draw diagrams to illustrate Huyghens ' Principle for the following cases : ( i ) Reflection of a plane wave from a plane surface . ( ii ) Refraction of a plane wave passing from glass to air . ( b ) The index of refraction from ...
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Informații bibliografice
| Titlu | Examination Papers |
| Autor | Queen's University (Kingston, Ont.) |
| Publicată | 1909 |
| Exemplar original de la | Universitatea Harvard |
| Scanată la | 9 ian. 2019 |
| Exportă citatul | BiBTeX EndNote RefMan |