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9. Evaluate the indefinite integral without using the calculator. State main of the result and show your work. (a) √√₁-4x² / dx 1 (b) √9+472 dr dx

9. Evaluate the indefinite integral without using the calculator. State main of the result and show your work. (a) √√₁-4x² / dx 1 (b) √9+472 dr dx

Calculus For The Life Sciences
Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter7: Integration
Section7.3: Area And The Definite Integral
Problem 1E: Explain the difference between an indefinite integral and a definite integral.
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+ sin x (d) [e²√3+ e*dr 1 (a) √3/2 - pada dx (e) [re-³ dr xe dx (f) / In a 8. Evaluate the definite integral without using the calculator. Show your (b) √³ 171 172 da -dx 1+x² 1 (a) √√√₁-4.0² ſ ax dx 9. Evaluate the indefinite integral without using the calculator. State main of the result and show your work. ax dx 1 (b) √9+42dx = 10. Graph the the parent f(x) = e. Then use the graph of f(x) and transl graph g(x) = e -1. Determine the domain, range, y-intercept, and asy of g(x). Make sure to label each graph. 11. Graph the the parent f(x) = ln x. Then use the graph of f(x) and tra to graph g(x) In(x + 2). Determine the domain, range, x-interce asymptote of g(x). Make sure to label each graph.
Transcribed Image Text:+ sin x (d) [e²√3+ e*dr 1 (a) √3/2 - pada dx (e) [re-³ dr xe dx (f) / In a 8. Evaluate the definite integral without using the calculator. Show your (b) √³ 171 172 da -dx 1+x² 1 (a) √√√₁-4.0² ſ ax dx 9. Evaluate the indefinite integral without using the calculator. State main of the result and show your work. ax dx 1 (b) √9+42dx = 10. Graph the the parent f(x) = e. Then use the graph of f(x) and transl graph g(x) = e -1. Determine the domain, range, y-intercept, and asy of g(x). Make sure to label each graph. 11. Graph the the parent f(x) = ln x. Then use the graph of f(x) and tra to graph g(x) In(x + 2). Determine the domain, range, x-interce asymptote of g(x). Make sure to label each graph.
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