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06.12 Integration and Accumulation of Change Exam Part Two W Q 2. (06.06 HC) Let there exist an antiderivative F such that (x) = .
06.12 Integration and Accumulation of Change Exam Part Two
W Q 2. (06.06 HC) Let there exist an antiderivative F such that (x) = . eat at. Find the value of x such that F(x) = 2. Justify your work. (30 points) B i U Font Family - AA A WIN- C3. (06.07, 06.08 HC) 3 J3 dx For V- 8 +6x- x2 Part A: Determine if long division will be used for this integration and justify your answer. (5 points) Part B: Simplify the integrand and use a u substitution to rewrite the integral with new limits of integration. (15 points) Part C: Evaluate the integral. Round to the nearest thousandth. (10 points) B j U Font Family - AA A WIN- RA #VStep by Step Solution
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