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To e² dr. (a) Use slice and approximate to show that the left endpoint approximation for the area using n n-1 3. Use the following steps to evaluate rectangles is L₁ = = Σen. 12 i=0

To e² dr. (a) Use slice and approximate to show that the left endpoint approximation for the area using n n-1 3. Use the following steps to evaluate rectangles is L₁ = = Σen. 12 i=0

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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·fe dr. (a) Use slice and approximate to show that the left endpoint approximation for the area using n n-1 rectangles is L₁=1 Σen. i=0 3. Use the following steps to evaluate n-1 (b) Use the identityl+r+r²+...+r²−¹ = Σr = whenever r # 1 to prove that In i=0 (c) L'Hopital's Rule to evaluate lim Ln - e dr. A = lim Ln 11-00 e-1 n(e-1)]
Transcribed Image Text:·fe dr. (a) Use slice and approximate to show that the left endpoint approximation for the area using n n-1 rectangles is L₁=1 Σen. i=0 3. Use the following steps to evaluate n-1 (b) Use the identityl+r+r²+...+r²−¹ = Σr = whenever r # 1 to prove that In i=0 (c) L'Hopital's Rule to evaluate lim Ln - e dr. A = lim Ln 11-00 e-1 n(e-1)]
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