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Suppose that f 53632\" dz: = (Am + B)?\" + C for some constants A, B and 0. Find the values of A and B: A: andB= . Hint: If f f(a:)d:c = F(a:) + C then F'(a:) = f(:c). Evaluate the integrals for f(:c) shown in the figure below. The two parts of the graph are semicircles. \fConsider I13 (3)013. a. 1'13 (m)da: = Hint: draw the graph and interpret the integral as geometric area. b. Approximate the integral using a Riemann Sum with right-endpoints and n = 5. If (mm: m Am (M?) + f(w) + mg) + m2) + reg = e _(f( a )+f( inn e )+r( _. =