Examples of the Processes of the Differential and Integral Calculus

angle appears application arbitrary constant assume asymptote axis becomes branches called Cambridge circle co-ordinates coefficients College condition considered constant corresponding curvature curve determine differential equation dx dy easily Edition eliminating ellipse equal Euler examples expand expression factor formula fraction function Geometry given gives Hence independent infinite integral involving late limits maximum means Mémoires method multiplying negative obtain operation origin particular perpendicular plane positive powers preceding problem properties quantities radius reduced referred relation respect result roots satisfy Sect sides similar singular solution solid Substituting successive suppose surface symbols taken tangent theorem third tion transformed vanish variables volume whence whole