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1.2. Verify that the analytic solution of the differential equation in 1.1 above is y = e**- and then determine the upper bound value of the local truncation error in y1.

1.2. Verify that the analytic solution of the differential equation in 1.1 above is y = e**- and then determine the upper bound value of the local truncation error in y1.

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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1.2. Verify that the analytic solution of the differential equation in 1.1 above is y = e**-1 and then determine the upper bound value of the local truncation error in y1-
Transcribed Image Text:1.2. Verify that the analytic solution of the differential equation in 1.1 above is y = e**-1 and then determine the upper bound value of the local truncation error in y1-
y= コ2g 1ya1) と1 こ(01)1.3 a =1 6= 1.3 ズ。- Yo 2C,1,1 ズス=1,2 X3=1,3 Your y. Yo +h (m2Xeyoし 2ズ。 ミ| ミ Roe 1, 2000 + h (6x, y ) , 2000 + 0,1 (2x,, x,200s) こし4640 yo. リー*h(ュメa ya) =14640+0,1 (マx1,2,4640) こしる154 リ3 +6 (マズ3ソコ) こ1,3154 えス2マ74 yu. %3D +0,1 (マx1,3 x 1,g154] 2,2てy ロ
Transcribed Image Text:y= コ2g 1ya1) と1 こ(01)1.3 a =1 6= 1.3 ズ。- Yo 2C,1,1 ズス=1,2 X3=1,3 Your y. Yo +h (m2Xeyoし 2ズ。 ミ| ミ Roe 1, 2000 + h (6x, y ) , 2000 + 0,1 (2x,, x,200s) こし4640 yo. リー*h(ュメa ya) =14640+0,1 (マx1,2,4640) こしる154 リ3 +6 (マズ3ソコ) こ1,3154 えス2マ74 yu. %3D +0,1 (マx1,3 x 1,g154] 2,2てy ロ
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