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psl.
... diameter of top 10 in . , diameter of bottom 8 in . , if a cubic foot of sand weighs 100 lbs . ? terms of its edges , prove that cos'a + cos2B.
... diameter of top 10 in . , diameter of bottom 8 in . , if a cubic foot of sand weighs 100 lbs . ? terms of its edges , prove that cos'a + cos2B.
psl.
... diameters are coaxal . 5. Prove that the diameters and medians of a tetrahedron are concurrent , and find the ratio in which each is divided at the point of concurrence . 6. Find expressions for the lengths of the diagonals of a ...
... diameters are coaxal . 5. Prove that the diameters and medians of a tetrahedron are concurrent , and find the ratio in which each is divided at the point of concurrence . 6. Find expressions for the lengths of the diagonals of a ...
psl.
... diameters of a conic ? Find the condition that two diameters of an ellipse shall be conjugate . 4. If an ellipse and a hyperbola have common foci , they cut at right angles . 5. What conic does each of the following equations repre ...
... diameters of a conic ? Find the condition that two diameters of an ellipse shall be conjugate . 4. If an ellipse and a hyperbola have common foci , they cut at right angles . 5. What conic does each of the following equations repre ...
psl.
... diameters of two circles to the square on a common tangent is un- changed by inversion . Indicate how Ptolemy's theorem on the ... diameter . 7. ( a ) Find a centre of projection such Queen's University Examinations : April , 1914 .
... diameters of two circles to the square on a common tangent is un- changed by inversion . Indicate how Ptolemy's theorem on the ... diameter . 7. ( a ) Find a centre of projection such Queen's University Examinations : April , 1914 .
psl.
... diameters . 2. ( a ) Find a conic which has contact of the ( i ) 1st order ( ) 2nd order , ( iii ) 3rd order with the conic ..x2 + by2 + 2hxy + 2gx + 2fy = 0 at the origin . ( b ) Show from ( a ) that the osculating circle is unique for ...
... diameters . 2. ( a ) Find a conic which has contact of the ( i ) 1st order ( ) 2nd order , ( iii ) 3rd order with the conic ..x2 + by2 + 2hxy + 2gx + 2fy = 0 at the origin . ( b ) Show from ( a ) that the osculating circle is unique for ...
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