5 Written questions
5 Matching questions
- Inverse Secant Antiderivative
- Critical Number
- Mean Value Theorem for integrals or the average value of a functions
- d If f'(c)=0 or does not exist, and c is in the domain of f, then c is a critical number. (Derivative is 0 or undefined)
5 Multiple choice questions
If f'(c) = 0 and f"(c)<0, there is a local max on f at x=c.
If f'(c) = 0 and f"(c)>0, there is a local min on f at x=c.
R: (0, 1)
5 True/False questions
Area under a curve →
The instantaneous rate of change will equal the mean rate of change somewhere in the interval. Or, the tangent line will be parallel to the secant line.
Global Definition of a Derivative →
Adding or subtracting antiderivatives →
Antiderivative of f(x) from [a,b] →