Let f be a diff erentiable real-valued function de fined on the positive real numbers.
The tangent lines to the graph of 'f ' always meet the y-axis 1 unit lower than where
they meet the function. If f(1) = 0, what is f(2)?
The tangent lines to the graph of 'f ' always meet the y-axis 1 unit lower than where
they meet the function. If f(1) = 0, what is f(2)?
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