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1 f(x) = X g(x) = Inx A) In[f(x) + c C) Inf'(x) + c 1 1+2e-x A) In|1+2e C) Inje*+1| + c 5. f(x) g(x) dx = ? + c S dx = ? B) In|f(x).g(x)| + c D) Ing(x) + c E) Inlg'(x) + c B) In 1+2e* + c D) Inle*+11+c E) Inle*+2+c

1 f(x) = X g(x) = Inx A) In[f(x) + c C) Inf'(x) + c 1 1+2e-x A) In|1+2e C) Inje*+1| + c 5. f(x) g(x) dx = ? + c S dx = ? B) In|f(x).g(x)| + c D) Ing(x) + c E) Inlg'(x) + c B) In 1+2e* + c D) Inle*+11+c E) Inle*+2+c

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.4: Logarithmic Functions
Problem 46E
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6. 5. f(x) X g(x) = Inx A) Inf(x) + c C) Inf'(x) + c √ 1 1+2e-x -dx = ? A) In|1+2e + c C) Inje*+1| + c f(x) g(x) 198 dx = ? B) In|f(x).g(x)| + c D) Ing(x)| + c E) Inlg'(x) + c B) In 1+2e + c D) Inle*+11+c E) Inle*+2 + c
Transcribed Image Text:6. 5. f(x) X g(x) = Inx A) Inf(x) + c C) Inf'(x) + c √ 1 1+2e-x -dx = ? A) In|1+2e + c C) Inje*+1| + c f(x) g(x) 198 dx = ? B) In|f(x).g(x)| + c D) Ing(x)| + c E) Inlg'(x) + c B) In 1+2e + c D) Inle*+11+c E) Inle*+2 + c
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