Type of Functions (continuous, periodic, odd, even), graphs of functions,Limits and continuity, Derivatives, total differential, Higher odder derivative, Tangents and normal, approximation by Taylor and Maclaurins, Maxima & Minima and Point of inflection, Integral Calculus (basic concepts, Integral formula, some rules of integral), Integration by parts, area bounded by curve, volume of revolution.

Multivariate Calculus (Basic Concept, level curves and surfaces, limits and continuity), Partial Derivative, Higher order partial derivative, tangent plan, total differential, Vector functions its derivative and integration, Directional derivative, gradient, scalar and vector, Normal property of gradient, diversions, curl, Tangent plans and normal lines, extrema of function of two variable, Second partial test, extreme value theorem, Method of constrained optimization and Lagrange multiplier.