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[" le correct Answer Type "],[" Let "y=f(x)" be an invertible function such that "x" -intercept of the tangent at any point "P(x,y)" on "y=f(x)" is equal to the "],[" cety "=f(x)" be an invertible function such that "x" -intercept "((5)/(8))" equals "],[" of abscissa of the point of tangency.If "f(2)=1," then "f^(-1)((5)/(8))" equals "]

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