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AP Calculus BC는 다음의 주제를 다룹니다. |
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1. Parametric, polar, and vector functions
2. Applications of derivatives
- Analysis of planar curves given in parametric form, polar form, and vector form,
including velocity and acceleration
- Numerical solution of differential equations using Euler’s method
- L’Hospital’ s Rule, including its use in determining limits and convergence of improper integrals and series
3. Computation of derivatives
- derivatives of parametric, polar, and vector functions
4. Applications of integrals
5. Techniques of antidifferentiation
- Antiderivatives by substitution of variables (including change of limits for definite
Integrals), parts, and simple partial fractions (nonrepeating linear factors only)
- Improper integrals (as limits of definite integrals)
6. Applications of antidifferentiation
- Solving logistic differential equations and using them in modeling
7. Polynomial Approximations and Series
- Concept of series
- Series of constants
- Taylor series |
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