u may use any type of calculator or other technology to perform any necessary calculations, but u must clearly state what you are computing, what you use to compute it, and what the result is. mples of responses with sufficient explanations are below. The area of a region is sin(z*) dr Using Wolfram Alpha, I found that the area to 3 decimal places is .310. I need to solve r + 3r* + 2r² + 1 = 0 to find the limits of integration. Using my TI83, I found that to 3 decimal places, r= -2.618, -382. rrect answers and correct answers with incorrect or insufficient justification will not receive credit. 2n² + 2" Suppose {a,}n=1 and let s, =ar. If it is known that s, then a: converges to -1. B converges to 1. converges to 0. converges, but not to -1, 0, or 1. E could converge or diverge. F diverges. Write the geometric series below in summation notation, then compute its value or explain why it diverges. +2 F It diverges None of these WI
u may use any type of calculator or other technology to perform any necessary calculations, but u must clearly state what you are computing, what you use to compute it, and what the result is. mples of responses with sufficient explanations are below. The area of a region is sin(z*) dr Using Wolfram Alpha, I found that the area to 3 decimal places is .310. I need to solve r + 3r* + 2r² + 1 = 0 to find the limits of integration. Using my TI83, I found that to 3 decimal places, r= -2.618, -382. rrect answers and correct answers with incorrect or insufficient justification will not receive credit. 2n² + 2" Suppose {a,}n=1 and let s, =ar. If it is known that s, then a: converges to -1. B converges to 1. converges to 0. converges, but not to -1, 0, or 1. E could converge or diverge. F diverges. Write the geometric series below in summation notation, then compute its value or explain why it diverges. +2 F It diverges None of these WI
Algebra: Structure And Method, Book 1
(REV)00th Edition
ISBN:9780395977224
Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Chapter4: Polynomials
Section4.9: Area Problems
Problem 11P
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