Use the following figure, which shows a graph of at) to find each of the indicated integrals. (Click on the graph for a larger version.) Note that the first area (with vertical, red shading) is 33 and the second {with oblique, black shading) is 3. A. ff mm = l i a. f; mm: = Cl C. I: f(:c)dm = l:l n. f; | f(m)|da: = Cl \fEvaluate the integral by interpreting it in terms of areas: I: (4 + W) da: = Use the graph of x) shown below to find the following integrals. (Click on the graph for a larger version.) A. IE4 f(m)dx :l l B. If the vertical red shaded area in the graph has area A, estimate: I764 f(:1:)d:r: : ll (Your estimate may be written in terms of A.) Evaluate the integral by interpreting it in terms of areas: [:(2 mm: ',_\\