Question

Calculate the definite integral.\\ $\int_2^{10} \frac{9}{x} dx$\\ $\int_2^{10} \frac{9}{x} dx = $\boxed{}$ (Type an exact answer.)

          Calculate the definite integral.\\
$\int_2^{10} \frac{9}{x} dx$\\
$\int_2^{10} \frac{9}{x} dx = $\boxed{}$ (Type an exact answer.)

Calculate the definite integral.

∫2^10(9)/(x) dx

∫2^10(9)/(x) dx =(Type an exact answer.)

Added by Ana T.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Adi S

06/23/2023

Step 1

Step 1: The integral of 9/x with respect to x is 9ln|x|. Show more…

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Calculate the definite integral. int_2^(10) (9)/(x)dx int_2^(10) (9)/(x)dx= (Type an exact answer.) Calculate the definite integral. 10 dx 2 10 2 91x dx= (Type an exact answer.)

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Calculate the definite integral.\\ $\int_2^{10} \frac{9}{x} dx$\\ $\int_2^{10} \frac{9}{x} dx = $\boxed{}$ (Type an exact answer.)

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