Find f'co) if fco)= (Since\ %3D

Q: FIND F'): a. (ax+)*

A: TO FIND: f'(x)

Q: 2) Find the derivative of each function f(x) = Vx + 5x+6 %3D а) b) f (x) = 6x'(5x² +3x)10

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Q: Let f = e^ (− x ^3/ 3) +x−y^ 2 . Find the local minima, maxima and saddle points.

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Q: find f'la) f(x)%3D(X

A: The given function is: f(x)=x-1x2

Q: If f(t)=(t^2+4t+3)(5t^2+6). find f('t) and f'(3)

A: Given: f(t)=(t^2+4t+3)(5t^2+6) find f('t) and f'(3) = ?

Q: y = x* + 2 sin(x) + xº + 24*.

A:

Q: Let f(x) = 1- 3x^2. Which of the following is equal to f'(1)? * O -5 6 -6 O 2

A: f(x)= 1-3x2

Q: Now, differentiate the function y' = 4x(1 + 2 In). y" = 4 + 8 + In + 8 In

A:

Q: Let f(x) - 6e* +2 + e'. f'(0) =

A: The given function is f(x)=-6ex+2+e1

Q: Find the first derivative for each tunction. O fex) =3x"(ax^-1) O g4) = (t+)(t? -t +i) 3.

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Q: Evaluate the following derivative d/dt (at^2+bt+K)

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Q: 3s+7, Find L'f 's2+9*

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Q: Let f(x)=11/x^2 + 1 . Enter anti derivative

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Q: find f

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Q: If f(r) = 3 sec(8x), find f'(r)

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Q: Suppose that S(m)3(4#-4)*(32+ 1). Find f'(#), and then evaluate f' at # = 1 and # = -1 (1)= 1(-1)=

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Q: Suppose F(z) = g(f(z)) and f(2)= 3. f(2)=-3, g(3) = -1 and g (3)=-4. Find F(2).

A: Recall: Chain Rule  Let F(x)=g(f(x)) , then F'(x)=g'(f(x)) f'(x)

Q: If f(t)=(t^2+6t+2)(7t^2+5). find f'(t) and f'(4)

A: Given: f(t)=t2+6t+27t2+5

Q: If f(t)=(t^2+4t+8)(7t^2+2). find f'(t) and f'(1).

A: Please refer the attached image for complete solution.

Q: show that e^(4t-3t^2) cannot be a moment generating function

A: Moment Generating Function:                The Moment Generating Function is the expected value of…

Q: If f(x) (2x+6) , find f'(x). Find f'(1).

A: Given query is to find indicated derivative of the  function.

Q: f(1) = 2, f'(1) = 3, f'(2) = 4. Find (f^-1)'(2).

A: