Use the DEFINITION of derivative to find f2 if fx x32x ie y

Use the DEFINITION of derivative to find f\'(-2), if f(x) = x^3-2x, i.e. you have to find limit of the provided function at the point. (show steps)

if a function is derivable at a point the function should be continuous

lt(x- -2+) = lt (x- -2-)

which is true

f\'(x) = 3 x^2 -2

f\'(-2)=10

$Use the DEFINITION of derivative to find f\'(-2), if f(x) = x^3-2x, i.e. you have to find limit of the provided function at the point. (show steps)Solutionif a$

Use the DEFINITION of derivative to find f2 if fx x32x ie y

Solution

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