Practical Treatise on the Differential and Integral Calculus: With Some of Its Applications to Mechanics and Astronomy |
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Common terms and phrases
abscissa algebraic sum altitude angle Applying Arithmetic Assume the equation asymptote ax² binomial body Calculus centre of gravity co-ordinates constant cosx curvature curve whose equation cycloid cylinder d³y Davies denoted DIFFERENTIAL CALCULUS distance dx dx2 dx² dy dx dy² ellipse equal EXAMPLES exponent expression factor find the maximum Find the value force fraction Grammar Hence hyperbola increment infinitely small infinitesimal Integrating by Formula Let dy logarithm Mathematics MAXIMA AND MINIMA method minimum moment of inertia multiplying negative ordinate parabola perpendicular plane point of inflexion positive quantity radius vector reducing result revolution second differential coefficient sinx sphere Substituting successive differential coefficients surface surface of revolution tangent tion triangle trigonometry value of dy velocity versin vertex volume whence whole number