Question: solve (1) (18pts) Consider a function f(x) = 9-12. (a) (5pts) Use an upper sum with 3 sub-intervals to estimate the area under y =9

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(1) (18pts) Consider a function f(x) = 9-12. (a) (5pts) Use an upper sum with 3 sub-intervals to estimate the area under y =9 - r' over the interval [-3, 3]. (b) (3pts) Sketch the graph of y = 9 - x' and draw the rectangles you used in part (a). (c) (4pts) Find a formula for the right sum of f(r) with n equal subintervals over the interval [0, 3]. (d) (6pts) Take a limit of the sum in part (c) as n - co to calculate the area under the curve over (0, 3]

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