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re, you should have arrived at a sum of five integrals, which can be evaluated easily by integration rules we we discussed. I'll do one for you: -1 −(x + 1) dx = · ( ²² +ª) |; 18 = (-1)² · ( ¹²² − ₁) + ( ²²² − 4) = (-4)² - ² 4) = 2 = 4.5 e rest is left for you to do. Now, given the equivalent integrals you have obtained, what is the value for x+1| dx? Give your answer in one decimal place.

re, you should have arrived at a sum of five integrals, which can be evaluated easily by integration rules we we discussed. I'll do one for you: -1 −(x + 1) dx = · ( ²² +ª) |; 18 = (-1)² · ( ¹²² − ₁) + ( ²²² − 4) = (-4)² - ² 4) = 2 = 4.5 e rest is left for you to do. Now, given the equivalent integrals you have obtained, what is the value for x+1| dx? Give your answer in one decimal place.

Calculus: Early Transcendentals
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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Here, you should have arrived at a sum of five integrals, which can be evaluated easily by integration rules we have discussed. I'll do one for you: -(x + 1) dx = ( ( 1²/2² + x) 18 |x=-1 x=-4 -4)² - (²-₁) + (² - 4) = ² = 4.5 2 The rest is left for you to do. Now, given the equivalent integrals you have obtained, what is the value for 5x + 1| dx? Give your answer in one decimal place.
Transcribed Image Text:Here, you should have arrived at a sum of five integrals, which can be evaluated easily by integration rules we have discussed. I'll do one for you: -(x + 1) dx = ( ( 1²/2² + x) 18 |x=-1 x=-4 -4)² - (²-₁) + (² - 4) = ² = 4.5 2 The rest is left for you to do. Now, given the equivalent integrals you have obtained, what is the value for 5x + 1| dx? Give your answer in one decimal place.
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