Introduction to the Differential and Integral Calculus

angle Answ assume asymptotes axis becomes binomial binomial theorem circle common logarithms computed consequently constant quantity cosine curve cycloid denote diameter diffe difference differential calculus differential coefficient dividing dx dx dx² ellipse evanescent example expression factors foregoing formula fraction function given Hence hyperbola infinite number Integral Calculus investigation last term loga maximum or minimum means method multiplying negative Neperian logarithm number of terms numerator and denominator obtained ordinates osculating circle parabola parallel perpendicular positive primitive equation principles radius ratio required to find required to integrate result second member similar manner sine straight line substituting subtangent successively equal taking tangent Taylor's theorem theorem tion tractory triangle TRIG variable versin whence whole number