Question #93985
Evaluate the\\(\\frac{d^{3}f3{dx^{3}}\\ of \\(f(x)=sin(x)\\)
1
Expert's answer
2019-09-09T11:43:25-0400

Solution. Find the first derivative of the function f(x)

dfdx=(sin(x))=cos(x)\frac{df} {dx}=(sin(x))'=cos(x)

Find the second derivative of the function f(x)


d2fdx2=(cos(x))=sin(x)\frac{d^2f} {dx^2}=(cos(x))'=-sin(x)

Find the third derivative of the function f(x)


d3fdx3=(sin(x))=cos(x)\frac{d^3f} {dx^3}=(-sin(x))'=-cos(x)

Answer. - cos(x).


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