If f(x0andg(x)=f(x)1−2(f(x))2 are strictly increasing ∀x∈R, then find the values of f(x)˙

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Question

If $f (x 0 a n d g (x) = f (x) 1 - 2 (f (x))^{2}$ are strictly increasing $\forall x \in R,$ then find the values of $f (x) ˙$

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Evelyn Discussed

f (x 0 a n d g (x) = f (x) 1 - 2 (f (x))^{2}

are strictly increasing

\forall x \in R,

then find the values of

f (x) ˙

14 mins ago

Discuss this question LIVE

14 mins ago

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Question Text

f (x 0 a n d g (x) = f (x) 1 - 2 (f (x))^{2}

are strictly increasing

\forall x \in R,

then find the values of

f (x) ˙