Given the ODE shown below: 3 dy dx Using a step size of h = 0.3, find the approximate value of y(0.9) using Euler's Method -35.318 -36.458 -658.91 -669.05 +5y² = sin (x), y(0.3) = 5 Using a step size of h = 0.3, find the approximate value of y(0.9) using RK2 Method -4936.7 -4297.4 -0.21336x10^14 -0.24489x10^14

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter9: Real Numbers And Right Triangles
Section9.7: The Tangent Ration
Problem 38E
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Given the ODE shown below:
3
dy
dx
Using a step size of h = 0.3, find the approximate value of y(0.9) using Euler's
Method
-35.318
-36.458
-658.91
-669.05
+5y² = sin (x), y(0.3) = 5
Using a step size of h = 0.3, find the approximate value of y(0.9) using RK2
Method
-4936.7
-4297.4
-0.21336x10^14
-0.24489x10^14
Transcribed Image Text:Given the ODE shown below: 3 dy dx Using a step size of h = 0.3, find the approximate value of y(0.9) using Euler's Method -35.318 -36.458 -658.91 -669.05 +5y² = sin (x), y(0.3) = 5 Using a step size of h = 0.3, find the approximate value of y(0.9) using RK2 Method -4936.7 -4297.4 -0.21336x10^14 -0.24489x10^14
Using a step size of h = 0.3, find the approximate value of y(0.9) using RK4
Method
O -0.25011x10^40
O -1261.5
O-4297.4
0.88498
Transcribed Image Text:Using a step size of h = 0.3, find the approximate value of y(0.9) using RK4 Method O -0.25011x10^40 O -1261.5 O-4297.4 0.88498
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