Suppose that Af is the function given by the graph below and that da and a + ha + h are the input values as labeled on the bex – axis. Use the graph in Figure 1.3.2 to answer the following questions. Locate and label the points (a, f(a))(a, f(a)) and Ka + h, f(a+h)X(a +h, f(a + h)) on the graph. D. Construct a right triangle whose hypotenuse is the line segment from (a, f(a))(a, f (a)) to Ka + h, f(a + h)Xa + h, f(a + h)). what are the lengths of the respective legs of this triangle? C What is the slope of the line that connects the points (a, ƒ (a))(a, ƒ (a)) an Ka + h, f(a+ h))Xa +h, f(a+ h))?

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