An Elementary Treatise on the Differential and Integral Calculus ...

A₁ abscissa algebraical approaches zero arbitrary assume asymptote axis circle co-ordinates conjugate point constant cusp d²x d²y definition derived equations df(x differential equation dR dR dx dx dx dy dx² dx³ dxdy dy dx dy dy dy² dyd²x eliminating equa equal evolute expressed finite fractions function give given curve Gregory's Examples Hence increments independent variable indeterminate integral involute Lagrange's Lagrange's theorem limiting value maxima and minima maximum or minimum method minimum value mth order multiple point negative notation obtain ordinate P₁ parallel partial differential coefficients partial fractions pendent variable points of inflexion quantities radius of curvature reduced respect roots satisfy substituting subtangent tangent Taylor's theorem tion total differentials value of f(x vanish xm dx Δα Δυ