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32 Which one of the following is the general antiderivative G(a), for g(x) Note: CER Select one alternative: 2 OG(z)=4e¹-2 cos(x) + +2m OG(z)=¹+2 cos (2) +√³+0. OG(z)-¹-2 cos(z) +√³+C OG(z)=4e-2 cos(x) + +C VE ¹-2 sin(x) + 4√z?

32 Which one of the following is the general antiderivative G(a), for g(x) Note: CER Select one alternative: 2 OG(z)=4e¹-2 cos(x) + +2m OG(z)=¹+2 cos (2) +√³+0. OG(z)-¹-2 cos(z) +√³+C OG(z)=4e-2 cos(x) + +C VE ¹-2 sin(x) + 4√z?

Intermediate Algebra
Intermediate Algebra
10th Edition
ISBN:9781285195728
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter8: Conic Sections
Section8.2: More Parabolas And Some Circles
Problem 63.2PS: By expanding (xh)2+(yk)2=r2, we obtain x22hx+h22ky+k2r2=0. When we compare this result to the form...
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32 Which one of the following is the general antiderivative G(a), for g(x)=³-2 sin(x) + 4√z? Note: CER Select one alternative: OG(z)=4e³-2 cos(x) + 2 √x + 2A O G(1) ez +2 cos(x) +√³+C. 9 0 G(z) = ¹-2 cos(z) +√ + C OG(x)=4e³-2 cos(x) + +C √z
Transcribed Image Text:32 Which one of the following is the general antiderivative G(a), for g(x)=³-2 sin(x) + 4√z? Note: CER Select one alternative: OG(z)=4e³-2 cos(x) + 2 √x + 2A O G(1) ez +2 cos(x) +√³+C. 9 0 G(z) = ¹-2 cos(z) +√ + C OG(x)=4e³-2 cos(x) + +C √z
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