Question: Use L5 and R5 to approximate 52 (0.25x2 - 4) dx. Compute error bounds for each. (Round answers to two decimal places.) Describe in geometric

Use L5 and R5 to approximate ∫52 (0.25x2 - 4) dx. Compute error bounds for each. (Round answers to two decimal places.) Describe in geometric terms what the definite integral over the interval [1,6] represents.

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fx 025x 2 4 on 1 6 L 5 f1x f2x f3x f4x f5x where x 1 Thus L 5 375 3 175 0 2251 625 R 5 f2x ... View full answer

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