The book Solutions of Weekly Problem Papers was written by author Milne, John J. (John James) Here you can read free online of Solutions of Weekly Problem Papers book, rate and share your impressions in comments. If you don't know what to write, just answer the question: Why is Solutions of Weekly Problem Papers a good or bad book?
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■ _f cosar — cosy cosz ^ , , /. if xy'i! are in the given proportion, -. ^ = B, and by sm y sinz adding numerator and denominator, each is evidently = A. 3. l-i + J-i + ---= log. (1 + 1) = logs 2 = -6931471 . . . 4. The points A, B are supposed to he fixed. Draw the tangent BH. Then the angle BFG = EOD = EAB, and .-. the triangles FBO, EBA are similar. .-. BG : BF :: BE : BA. ,: BO.BA = BH\ .: ff is a fixed point. 5. Let P he the point on the ellipse such that FP is a minimum. Take a point P' o...n the curve indefinitely near to P. Then PP = FP'. ,: the angle FPP' = PFP, and each ultimately = 1 right angle. But PP" is the direction of the tangent at P. .: FP is the normal. .-. SF : SP :: SA : AX, .: SP = 1. SF e 6. Suppose the weight of the triangle to he represented by « + J + e. Then \ of this is supported at each angular point, and at these points we have remaining the pressures represented by a, b, c. Divide AB WEEKLY PROBLEM PAPERS. 159 at D so that AB : BB :: b : a :: AC : CB.
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