Consider the integral Step 1. Notice that the function you're trying to integrate contains a composition of functions f(u(z)) What's the "inside function", u(z), in this case? Oa u(z) = vE O b. u(z) – 2z Oc There function we're trying to integrate does not contain a composition of functions. Od. u(z) – 4+z Step 2. Make the change of variables u = u(z) (where u(z) is the function you selected in question 1) and rewrite the indefinite integral as an indefinite integral in the independent variable u (your new indefinite integral should no longer contain z or dz). Select the resulting integral from the options below. Ob. Step 3. Calculate the new indefinite integral from Step 2 (your answer to question 2). Then select the result from the options below. 1a 22 +C Ob. (4+ u²)ª/a +C oa 블+C Step 4. Undo the change of variables u = u(z) in your answer to question 3 to calculate Then select your answer from the options below.

Consider the integral Step 1. Notice that the function you're trying to integrate contains a composition of functions f(u(z)) What's the "inside function", u(z), in this case? Oa u(z) = vE O b. u(z) – 2z Oc There function we're trying to integrate does not contain a composition of functions. Od. u(z) – 4+z Step 2. Make the change of variables u = u(z) (where u(z) is the function you selected in question 1) and rewrite the indefinite integral as an indefinite integral in the independent variable u (your new indefinite integral should no longer contain z or dz). Select the resulting integral from the options below. Ob. Step 3. Calculate the new indefinite integral from Step 2 (your answer to question 2). Then select the result from the options below. 1a 22 +C Ob. (4+ u²)ª/a +C oa 블+C Step 4. Undo the change of variables u = u(z) in your answer to question 3 to calculate Then select your answer from the options below.

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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