Schaum's 3000 solved problems in calculus

Inequalities absolute value lines circles functions and their graphs limits continuity the derivative the chain rule trigonometric functions and their derivatives Rolle's theorem, the mean value theorem and the sign of the derivative higher-order derivatives and implicit differentiation maxima and minima related rates curve sketching (graphs) applied maximum and minimum problems rectilinear motion approximation by differentials antiderivatives (indefinite integrals) the definite integral and the fundamental theorem of calculus area and arc length volume the natural logarithm exponential functions lHopital's rule exponential growth and decay inverse trigonometric functions integration by parts trigonometric integrands and substitutions integration by rational functions - the method of partial functions integrals for surface area, work, centroids improper integrals planar vectors parametric equations vector functions, curvilinear motion polar coordinates infinite sequences infinite series power series Taylor and MacLaurin series vectors in space, lines and planes functions of several variables partial derivatives directional derivatives and the gradient extreme values multiple integrals and their applications vector functions in space divergence and curl, line integrals differential equations.