Suppose a function y g(r) satisfies g(0) 0 and 0 g'(r) 2 for all values of r in the interval 0 x 4 Suppose you learn that g(2) 1 and g(3) 2 (see points given in figure) Draw the smallest region in which the graph of g must lie

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Suppose a function y   g(r) satisfies g(0)   0 and 0 g'(r) 2 for all values of r in the interval 0   x   4  Suppose you learn that g(2)   1 and g(3)   2 (see points given in figure)  Draw the smallest region in which the graph of g must lie

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Question: Suppose a function y = g(r) satisfies g(0) = 0 and 0 g'(r) 2 for all values of r in the interval 0 < x

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