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a) y = cos 2x on [0,1] b) x= on [1,10]

a) y = cos 2x on [0,1] b) x= on [1,10]

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.3: The Addition And Subtraction Formulas
Problem 80E
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Please solve 6, a and b, thanks!
OCT 18 n[-2,6] a) x = -8y-3 on a) 8√65 b) 168 b) y = x³/2 on [0,60] 6. Set up the integral to determine the arc length of each curve, then integrate in your calculator a) y = cos 2x on [0,1] b) x == on [1,10] y a) 5.27 b) 9.15 7. Find the given definite and indefinite integrals, some of them will require substitution, integration by parts, and/or a combination of both. a) 5x²√x³-2dx b) fox√x + 1dx A t MacBook Pro W x lnx d) tv
Transcribed Image Text:OCT 18 n[-2,6] a) x = -8y-3 on a) 8√65 b) 168 b) y = x³/2 on [0,60] 6. Set up the integral to determine the arc length of each curve, then integrate in your calculator a) y = cos 2x on [0,1] b) x == on [1,10] y a) 5.27 b) 9.15 7. Find the given definite and indefinite integrals, some of them will require substitution, integration by parts, and/or a combination of both. a) 5x²√x³-2dx b) fox√x + 1dx A t MacBook Pro W x lnx d) tv
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