Question: f(ith)-f(x) (1 point) For f(x) = v7x + 2, find f '(x) using the definition f '(x) = lim h +0 h f '(x) =

f(ith)-f(x) (1 point) For f(x) = v7x + 2, find f '(x) using the definition f '(x) = lim h +0 h f '(x) = Using this, find the tangent line to the graph of y = v7: + 2 at x = 1. Enter all values as integers, or fractions in lowest terms. y =

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