# If The Function Has An Inverse Function, Which Statement Must Be True?

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## Question

If the function f(x) = mx + b has an inverse function, which statement must be true? m=/0 m = 0 b=/0 b = 0

we haveFind the inverse of f(x)LetExchanges the variables x for y and y for x isolate the variable yLet —–> inverse functionHenceIn the inverse function the denominator can not be zero, therefore the value of m can not be equal zerothe answer is the option

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