Bloomington Calculus Tutors Near Me
Beth works with students to explore the concepts, methods, and applications of Calculus. You’ll work to understand the theoretical basis and solve problems by applying your knowledge and skills.
Derivatives and Limits | |
| Average rate of change | Intuitive Meaning of Limit |
| Epsilon-delta Definition of Limit | Squeeze Theorem |
| Continuity | Intermediate Value Theorem |
| The Derivative as a Limit | Average Rates of Change |
| Instantaneous Rates of Change | Product and Quotient Rules |
| Chain Rule | Implicit Differentiation |
| Logarithmic Differentiation | Mean Value Theorem |
| Increasing and Decreasing Functions | Local Maxima and Minima |
| Global Maxima and Minima | Optimization |
| Critical Points and Values | Concavity and Inflection Points |
| Second Derivative Test | Curve Sketching |
| Related Rates | L’Hopital’s Rule |
| Local Linear Approximation | Newton’s Method |
Integrals | |
| Riemann Sums | Definite Integral as Area |
| Average Value of a Function | Fundamental Theorem of Calculus, Parts I and II |
| Antiderivatives | Integration by Parts |
| Volumes of Solids of Revolution | |