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(Solved): Find the average value fave of f(x)=x3 between - 1 and 1 , then find a number c in [1,1] wh ...

$Find the average value \( f_{\text {ave }} \) of \( f(x)=x^{3} \) between - 1 and 1 , then find a number \( c \) in \( [-1,1]$

Find the average value

f_{ave}

of

f (x) = x^{3}

between - 1 and 1 , then find a number

c

in

[? 1, 1]

where

f (c) = f_{ave.}

f_{ave} =

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here the function f(x)=x3 between -1 to 1 the

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