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The eighth quiz for the calculus i course offered by millersville university's department of mathematics. The quiz covers topics such as summation rules and approximating the area under a curve using rectangles. Students are required to answer questions related to these topics and show their work for full credit.
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Millersville University Name Answer Key Department of Mathematics MATH 161, Calculus I , Quiz 08 November 17, 2006
Please answer the following questions. Your answers will be evaluated on their correctness, completeness, and use of mathematical concepts we have covered. Please show all work and write out your work neatly. Answers without supporting work will receive no credit.
∑^100
i=
(i^2 − 3 i + 2)
(^100) ∑
i=
(i^2 − 3 i + 2) =
(^100) ∑
i=
i^2 −
∑^100
i=
(3i) +
∑^100
i=
∑^100
i=
i +
(^100) ∑
i=
∑^100
i=
∑^100
i=
x + 2 on interval [1, 4] using n = 16 rectangles and evaluation of the function at the right endpoint of each subinterval. We will let ∆x = (4 − 1)/16 = 3/16 and xi = 1 + 3i/16 for i = 1, 2 ,... , 16.
∑^16
i=
f (xi)∆x
∑^16
i=
√ 1 +
3 i 16
∑^16
i=
√ 3 +
3 i 16 ≈ 6. 40087