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2-093 35 (a) For the limit lim. (x+x+1)= 3, use a graph to find a value of 8 that corresponds to a = 0.4. (b) By solving the cubic equation x' +x+1=3+8, find the largest possible value of 8 that works for any given & > 0. Put with your answer to part (a). 0.4 in your answer to part (b) and compare

2-093 35 (a) For the limit lim. (x+x+1)= 3, use a graph to find a value of 8 that corresponds to a = 0.4. (b) By solving the cubic equation x' +x+1=3+8, find the largest possible value of 8 that works for any given & > 0. Put with your answer to part (a). 0.4 in your answer to part (b) and compare

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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2-093 (b) For the limit lim. (+x+1)=3, use a graph to find a value of 8 that corresponds to e=0.4. By solving the cubic equation x' +x+1=3 +8, find the largest possible value of 8 that works for any given a > 0. Put 0.4 in your answer to part (b) and compare 35 (a) with your answer to part (a).
Transcribed Image Text:2-093 (b) For the limit lim. (+x+1)=3, use a graph to find a value of 8 that corresponds to e=0.4. By solving the cubic equation x' +x+1=3 +8, find the largest possible value of 8 that works for any given a > 0. Put 0.4 in your answer to part (b) and compare 35 (a) with your answer to part (a).
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