Question: 1. Find the value f '(x) = when the fall is: f(x) = x 4 - 4*x 3 + 11 is minimal X = 2.

1. Find the value f '(x) = when the fall is: f(x) = x4- 4*x3 + 11 is minimal

X = 2. Differentiate y = 6ex inx

3. Use larange multipliers to maximize max f(yx,y) = 4x0,6y0,4 st 7x + 9y = 55 maximum value of f = f(x,y) use 2 decimals 4. Find a specific whole

1. Find the value f '(x) = when the fall is: f(x)1. Find the value f '(x) = when the fall is: f(x)1. Find the value f '(x) = when the fall is: f(x)1. Find the value f '(x) = when the fall is: f(x)1. Find the value f '(x) = when the fall is: f(x)1. Find the value f '(x) = when the fall is: f(x)
-2x x e\f\f\fg (x) = 2x(2 -X+ x x

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