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... it . 1 r 6. Prove that the polar equation of any conic is = 1 + ecos where is the semi - latus rectum , and the focus is the pole . from any point on the curve to the foci , Queen's University Examinations : April , 1899 .
... it . 1 r 6. Prove that the polar equation of any conic is = 1 + ecos where is the semi - latus rectum , and the focus is the pole . from any point on the curve to the foci , Queen's University Examinations : April , 1899 .
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Queen's University (Kingston, Ont.) from any point on the curve to the foci , make equal angles with the normal at the point . 8. If a diameter of an ellipse meets the curve at the point ( x ' , y ' ) , find the coordinates of the point ...
Queen's University (Kingston, Ont.) from any point on the curve to the foci , make equal angles with the normal at the point . 8. If a diameter of an ellipse meets the curve at the point ( x ' , y ' ) , find the coordinates of the point ...
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... curve f ( xy ) = 0 at the point xy . 1 du 2 4. ( a ) In a polar curve show that 2 + ( ) , where ru = 1 . - ( b ) Find the p . r . equation of the curve r = a ( 1 + cos @ ) . 5. Investigate the conditions under which a circle has contact ...
... curve f ( xy ) = 0 at the point xy . 1 du 2 4. ( a ) In a polar curve show that 2 + ( ) , where ru = 1 . - ( b ) Find the p . r . equation of the curve r = a ( 1 + cos @ ) . 5. Investigate the conditions under which a circle has contact ...
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... Agnesi being xy2—4a2 ( 2a — x ) , x2 ( log x ) 2 2 show that the whole area between the curve and its asymp- tote is 4πα2 . HONOURS AND SCIENCE . Spherical Trigonometry and Astronomy . 1. 7. Given uetan to eliminate the circular func-
... Agnesi being xy2—4a2 ( 2a — x ) , x2 ( log x ) 2 2 show that the whole area between the curve and its asymp- tote is 4πα2 . HONOURS AND SCIENCE . Spherical Trigonometry and Astronomy . 1. 7. Given uetan to eliminate the circular func-
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... curve fæy ) = 0 at the point xy . 1 4. ( a ) In a polar curve show that + G0 ) d0 where ru = 1 . ( 6 ) Find the p . r . equation of the curve r = a ( 1 + cosë ) . 5. Investigate the conditions under which a circle has contact of thelst ...
... curve fæy ) = 0 at the point xy . 1 4. ( a ) In a polar curve show that + G0 ) d0 where ru = 1 . ( 6 ) Find the p . r . equation of the curve r = a ( 1 + cosë ) . 5. Investigate the conditions under which a circle has contact of thelst ...
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