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csc(cot a)+cos? a sin? x dx

csc(cot a)+cos? a sin? x dx

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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I just want to confirm if my solution is right. If not, please rewrite the solution and correct me.

In the last part, is it supposed to be - cot x - ( x + C) which will then become - cot x - x - C? Or is my answer just right? Please explain.

csc Ccot x) tcosx cse Ccot x) dx + cos'x dx gin'x dx 4 un? X sin'x A cre Cot x) dx Let u- cot X du - -csc xd -du- cac'xdx &C (catx). cscx dx Sesc u. - du CSC U -Sccu du CsCu ラーn |ccu-cotultし A - In lere Ccotx) -cot (otx) Itc Cos"X dx > - cotK-xt C SmX B, A, sin3X (-sm?X dx a 一州T dx - cot X B, 7 I dx X + C A, - B, - - cotx- X + C AtB = -In |csc Ccot x) -cot (cot x)| #Q¢ - co+x-x +c %3D
Transcribed Image Text:csc Ccot x) tcosx cse Ccot x) dx + cos'x dx gin'x dx 4 un? X sin'x A cre Cot x) dx Let u- cot X du - -csc xd -du- cac'xdx &C (catx). cscx dx Sesc u. - du CSC U -Sccu du CsCu ラーn |ccu-cotultし A - In lere Ccotx) -cot (otx) Itc Cos"X dx > - cotK-xt C SmX B, A, sin3X (-sm?X dx a 一州T dx - cot X B, 7 I dx X + C A, - B, - - cotx- X + C AtB = -In |csc Ccot x) -cot (cot x)| #Q¢ - co+x-x +c %3D
csc(cot a)+cos² x sin? x dx
Transcribed Image Text:csc(cot a)+cos² x sin? x dx
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