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Using pyhton use the one and two-point Gaussian method to calculate the followingintegral\int_(0)^(1.5) e^((-x^(2))/(2))dxt_(0),t_(1) and t_(2) using the Forward Eulermethod, Mid-Point method and Heun's method on the following 1^(st )order differential equation using h=0.1.(du)/(dt)=u*cos(t) with the initial condition u(0)=1

Using pyhton use the one and two-point Gaussian method to calculate the followingintegral\int_(0)^(1.5) e^((-x^(2))/(2))dxt_(0),t_(1) and t_(2) using the Forward Eulermethod, Mid-Point method and Heun's method on the following 1^(st )order differential equation using h=0.1.(du)/(dt)=u*cos(t) with the initial condition u(0)=1

Operations Research : Applications and Algorithms
Operations Research : Applications and Algorithms
4th Edition
ISBN:9780534380588
Author:Wayne L. Winston
Publisher:Wayne L. Winston
Chapter11: Nonlinear Programming
Section11.5: Golden Section Search
Problem 3P
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Using pyhton use the one and two-point Gaussian method to calculate the following
integral
\int_(0)^(1.5) e^((-x^(2))/(2))dxt_(0),t_(1) and t_(2) using the Forward Euler
method, Mid-Point method and Heun's method on the following 1^(st )
order differential equation using h=0.1.
(du)/(dt)=u*cos(t) with the initial condition u(0)=1

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