Practical Treatise On the Differential And Integral Calculus With Some of Its Ap

Cover Practical Treatise On the Differential And Integral Calculus With Some of Its Ap
Practical Treatise On the Differential And Integral Calculus With Some of Its Ap
William G William Guy Peck
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But when - = 0, we also have - T = 0, that is.
APPLICATIONS TO MECHANICS AND ASTRONOMY. 203 the radius vector is perpendicular to the arc. If we denote the corresponding velocity by v', we have, and, consequently, 2k 2k A* U ~ v'*r' 3 ' Making these substitutions in (18), we find, fiV _ %k 775 ~~ _. /-/ Denoting this value of O y by S, and solving Equation (18), we have, du* 2k \ k* du* ( 2k \ W = 8 ' -QI*) = Solving with reference to



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