a) Obtain the numerical solution of the differential equation y' = 2(1+x) -y by Euler method, initial conditions when y = 5 for the range x = 2 to 3 with intervals of 0.2. Also, compare the absolute error between the numerical soluation and actual solution that evaluate by y = 2x + e²-*.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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a) Obtain the numerical solution of the differential equation
y' = 2(1+x) -y by Euler method, initial conditions when y
for the range x = 2 to 3 with intervals of 0.2. Also, compare the
absolute error between the numerical soluation and actual solution
that evaluate by y = 2x + e²-*.
Transcribed Image Text:= a) Obtain the numerical solution of the differential equation y' = 2(1+x) -y by Euler method, initial conditions when y for the range x = 2 to 3 with intervals of 0.2. Also, compare the absolute error between the numerical soluation and actual solution that evaluate by y = 2x + e²-*.
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