Elements of Analytic Geometry and of the Differential and Integral Calculus

a²-x² a²+x² algebraic angle asymptotes axis of abscissas becomes binomial chord circle circumference conjugate hyperbola corresponding cosine cycloid DIFFERENTIAL CALCULUS distance divided drawn dx dx dx² dx³ ellipse equal to zero exponent Find the integral Find the values formula given point Hence hyperbola inch per second increase uniformly increment Integrate the expression intersects logarithmic logarithmic spiral major axis maximum minimum minor axis multiplied negative obtain ordinate parabola parallel parenthesis perpendicular point of inflection polar curve Prop PROPOSITION II.-THEOREM radius of curvature radius vector ratio rectangle represent Required the differential required to determine required to find revolution SCHOLIUM secant line second differential coefficient side solidity spiral square straight line Substituting this value subtangent suppose surface tang tangent line Taylor's theorem theorem transverse axis unity versed sine vertex whence