Topics to be discussed include functions, inequalities, limits, derivatives of functions, applications to geometry and elementary economic analysis, theory of maxima and minima, antiderivatives, integration of functions, applications to geometry, and fundamental theorem of calculus.
Differentiation of functions of one variable; applications to motion problems, maximum-minimum problems, curve sketching, and mean-value theorems.
Topics include functions, limits, differentiation, tangent lines, Rolle’s Theorem, the Mean Value Theorem, integration, and applications.
This course provides skills in calculus in one real variable. Topics: limits, continuity, differentiation, minimum problems, curve sketching, and antiderivatives.