Find the minimum value of function f(x)= 1/√1-x + 1/√1+x
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maximun value can be 1
Step-by-step explanation:
as in 1root 1-x
the maximum value can be only be 1 because if we take any value other than 1 then there will be a negative value in root which is not possible so there is not root or square of a negative number. so the maximum value that this polynomial can hold is 1. so,
x=1.
and when we put 1 as the value of x than the answer of this expression will be f(x)= 1
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