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which the following definite integrals gives the volume of the solid obtained by revolving the shaded region about the line x = 1? Oxf² (e²e y = et O - 2T S. On (ºa x=1 7 S (e* - √x + 1)² de y =√x+1 (x + 1))dx (1-x)(e /x + 1)dx

which the following definite integrals gives the volume of the solid obtained by revolving the shaded region about the line x = 1? Oxf² (e²e y = et O - 2T S. On (ºa x=1 7 S (e* - √x + 1)² de y =√x+1 (x + 1))dx (1-x)(e /x + 1)dx

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.3: The Natural Exponential Function
Problem 44E
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0 π y S² π S₁ (e² = √² + 1)² da (e²x x=1 y=√x+1 2п 27 [² T 2п S (1-x) (e. /x + 1)dx < Previous - (x + 1))dx 2T [a (1 − x)(eª − √√x + 1)dx √x + 1)dx Next
Transcribed Image Text:0 π y S² π S₁ (e² = √² + 1)² da (e²x x=1 y=√x+1 2п 27 [² T 2п S (1-x) (e. /x + 1)dx < Previous - (x + 1))dx 2T [a (1 − x)(eª − √√x + 1)dx √x + 1)dx Next
Using vertical rectangular elements, which of the following definite integrals gives the volume of the solid obtained by revolving the shaded region about the line x = 1 ? 3 0 =1₁" ſ π 2π y= (e²x 2π e x = 1 y=√x+1 #f² (²² π (e² - √x + 1)² dx (x + 1)) dx [² (1 − x)(e² - √√² + 1)da [*(1-x)(e* x + 1)da
Transcribed Image Text:Using vertical rectangular elements, which of the following definite integrals gives the volume of the solid obtained by revolving the shaded region about the line x = 1 ? 3 0 =1₁" ſ π 2π y= (e²x 2π e x = 1 y=√x+1 #f² (²² π (e² - √x + 1)² dx (x + 1)) dx [² (1 − x)(e² - √√² + 1)da [*(1-x)(e* x + 1)da
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