show that the function y=x³-3x²+5 has a maximum value at x=0 and a minimum value at x=2
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Given, Function,y=x
3
−3x
2
+6
So for that, we have to find the critical value of y so, differentiate y respect to x
y
′
=3x
2
−6x=3x(x−2)=0
So, X is either be 2 or 0. these are the critical values.
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