Which of the following is true? A) All for the above ® Ssin°(x\cos*(x)dx = cos (x), cos°(x) cos1(x) + C В + 6. 4 10 © Stan*(»}sec°(x)dx= sec (x) 2sec7(x) , sec°(x) + C 9. 7 © Csc®(x) _ 2csc?(x), csc°») - Scot (x)csc³(x)dx = + C 9 + 7 ® Jtan (x)sec®(x)dx= tan°(x) , tan7(x) tan?x) Stan (x)sec°(x)dx = + C 10 E + + 6. 4
Which of the following is true? A) All for the above ® Ssin°(x\cos*(x)dx = cos (x), cos°(x) cos1(x) + C В + 6. 4 10 © Stan*(»}sec°(x)dx= sec (x) 2sec7(x) , sec°(x) + C 9. 7 © Csc®(x) _ 2csc?(x), csc°») - Scot (x)csc³(x)dx = + C 9 + 7 ® Jtan (x)sec®(x)dx= tan°(x) , tan7(x) tan?x) Stan (x)sec°(x)dx = + C 10 E + + 6. 4
Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter4: Calculating The Derivative
Section4.2: Derivatives Of Products And Quotients
Problem 37E
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Transcribed Image Text:Which of the following is true?
A) All for the above
® Jsin*(x)cos°(x)dx = - cos°(x) ,
Ssin (x)cos (x)dx =
cos®(x) cos1°(x)
+ C
В
+
6.
4
10
© Stan*(x}sec°(x)dx =
sec (x) 2sec7(x) , sec°(x)
+ C
9.
7
O - Scot*w)csc*(x)dx =
csc (x) 2csc7(x) , csc°(x)
+ C
9
+
7
Stan (x)sec°(x)dx =
tan (x), tan7(x), tan1º(x)
+ C
10
E
+
+
6.
4
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