Find the absolute maximum and absolute maximum

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Question 1: Let F(x) = ₂∫^xf(t) dt. where the graph of y = f(x) is given below. Use the Closed Interval Method to find the absolute maximum and absolute maximum and absolute minimum of F(x) on [0, 7]. Write your two absolute extrema as coordinate% (x₀, y₀). put a box around your lined answer. and be sure to provide your full reasoning.

Question 2: (a) Let a denote the second last digit of your student ID number. So a equals:

(b) Let b denote the last digit of your student ID number. So. b equals:

Replace a and b in the question that follows with your a and b.

(c) Let f(x) = k(b + 1)x³ and g(x) = k(b + 1)x³, where k is a positive constant. For what value of k is the area of the bounded region enclosed by f(x) and g(x) equal to a + 1?

Reference no: EM132563290

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