f(x) = (x+2)^2 - 2 Find the Table of values
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f(x)=x
2
(x−2)
2
f
′
(x)=2x(x−2)
2
+2(x−2).x
2
=2x(x−2)[x−2+x]
=2x(x−2)[2x−2]
=4x(x−2)(x−1).
Now
f
′
(x)>0
4x(x−2)(x−1)>0
Or
x(x−2)(x−1)>0
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