lem 2.1: (a) Find by Rung-Kutta method an approximation value of y for x=0.8, given that y=0.41 when x=0.4 for the following equation using h=0.4 dy dx √x + y (b)Given the following points. Construct the divided difference table for the given data? Xi -2 0 3 f(x₁) -792 108 -72 = 5 7 48 -144 8 -252

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Problem 2.1: (a) Find by Rung-Kutta method an approximation value of y for x=0.8,
given that y=0.41 when x=0.4 for the following equation using h=0.4
dy
dx
x + y
(b)Given the following points. Construct the divided difference table for
the given data?
-2 0
3
f(x₁) -792 108 -72
5
7
48 -144
8
-252
Transcribed Image Text:Problem 2.1: (a) Find by Rung-Kutta method an approximation value of y for x=0.8, given that y=0.41 when x=0.4 for the following equation using h=0.4 dy dx x + y (b)Given the following points. Construct the divided difference table for the given data? -2 0 3 f(x₁) -792 108 -72 5 7 48 -144 8 -252
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