Title | Chapter 8 Review |
---|---|
Author | Cesar Salguero |
Course | Calculus Ii (M) |
Institution | Community College of Baltimore County |
Pages | 1 |
File Size | 32.6 KB |
File Type | |
Total Downloads | 47 |
Total Views | 157 |
chapter 8 review...
MATH 252: Chapter 8 Review Note: This is not a practice test. These are just questions to help you figure out where you need more work. (1) Evaluate the following integrals. Z Z (a) x2 ln x dx (b) x csc2 x dx (2) Evaluate the following integrals. Z Z x √ dx (a) cos2 x sin x (b) 2 +3 x Z π/2 2 sinr x cos3 x < for all values of r > 0. (3) (a) Show that 3 Z 0 (b) Evaluate tan3 x sec x dx. Z p (4) Evaluate x3 x2 + 9 dx. Z x (5) Evaluate dx. x2 + 2x − 15 Z x2 (6) Let f(x) = e . If we use Simpson’s Rule to approximate would be the error bound.
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ex dx, with n = 20, what 0...