Asked by Ben
Use the function defined below to calculate the indicated derivative.
f(t)= 4/(t^3)+3
what is f''(2)
(second derivative)
Need help!!
f(t)= 4/(t^3)+3
what is f''(2)
(second derivative)
Need help!!
Answers
Answered by
MathMate
Use the power rule,
(x<sup>n</sup>)' = nx<sup>n-1</sup>
To find f"(t), repeat the differentiation.
Hint:
4/t³ = 4t<sup>-3</sup>
(x<sup>n</sup>)' = nx<sup>n-1</sup>
To find f"(t), repeat the differentiation.
Hint:
4/t³ = 4t<sup>-3</sup>
Answered by
Anonymous
Use implicit differentiation to find the slope of the tangent line to the curve
4 x^2 + 2 xy + 1 y^3 = 32
at the point ( -3,2 ).
4 x^2 + 2 xy + 1 y^3 = 32
at the point ( -3,2 ).
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