This document contains flash cards to help learn concepts related to integrals and approximation methods. The flash cards cover whether different approximation methods overvalue or undervalue a function, which approximation method provides the best estimate, using the disc method to find the area under a curve between bounds, and using the washer method to find the area between two curves where one is always on top between given bounds.

1. Application of Integrals Flash Cards

2. LRAM Is LRAM an Undervalue Or Overvalue OF f(X)? F(X)

3. LRAM OVERVALUE

4. RRAM Is RRAM an undervalue Or an overvalue of F(x)? F(x)

5. RRAM Undervalue

6. MRAM Is MRAM the best Approximation of F(x) of LRAM, RRAM, and MRAM? F(x)

7. MRAM YES

8. Disc Method F(x) What is the area under The curve on the bounds of (A,B)?

9. Disc Method Area under the Curve of F(x) pi∫(F(x)^2)Dx B A

10. Washer Method What is the area between F(x) and G(x) if F(x) is on top On the bounds of (a,b)?

11. Washer Method Area between the curves F(x) and G(x)= pi∫(F(x)^2-G(x)^2)Dx B A