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Title: Differentiate the function. f(x) = [tex]{{{(sqrt{{x^{3}}-2}}+8x)}^{-2}}[/tex] Post by: quixie on May 7, 2015 Differentiate the function.
f(x) = \({{{(sqrt{{x^{3}}-2}}+8x)}^{-2}}\) a. f'(t) = \(-\frac{16{sqrt{{x^{3}}-2}}+3{x^{2}}}{({sqrt{{x^{3}}-2}})({{sqrt{{x^{3}}-2}}+8x)^{2}}}\) b. f'(t) = \(-\frac{32{sqrt{{x^{3}}-2}}+3{x^{2}}}{(2{sqrt{{x^{3}}-2}})({{sqrt{{x^{3}}-2}}+8x)^{2}}}\) c. f'(t) = \(-\frac{2{sqrt{{x^{3}}-2}}+16}{{{(sqrt{{x^{3}}-2}}+8x)^{3}}}\) d. f'(t) = \(-\frac{2{sqrt{{x^{3}}-2}}+16}{{{(sqrt{{x^{3}}-2}}+8x)^{2}}}\) Title: Re: Differentiate the function. f(x) = [tex]{{{(sqrt{{x^{3}}-2}}+8x)}^{-2}}[/tex] Post by: bio_man on May 7, 2015 (C)
Title: Re: Differentiate the function. f(x) = [tex]{{{(sqrt{{x^{3}}-2}}+8x)}^{-2}}[/tex] Post by: quixie on May 11, 2015 Thank you for your help!
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