if x is the element of (0,π/2)then the value of x is
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Let f(x)=cos(x), g(x)=x, both functions are continuous. f(0)=1, f(π/2)=0, so, by the Intermediate Value Theorem, for any z∈[0,1], there exists c∈[0,π/2] such that f(x)=
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