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10/12/2017

Numerical Methods For Engineers 7th Edition Textbook Solutions | Chegg.com

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Numerical for Engineers (7th Edition) TEXTBOOK SOLUTIONS EXPERT Q&A Methods Chapter 25, Problem 21P

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Consider the following differential equation with initial value

20 questions remaining

Where

My Textbook Solutions Derive the analytical solution by separation of variables and multiply both sides by the following equation,

Numerical Advanced Principles of Methods for... Engineering... Corporate... 7th Edition

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Use MAPLE to substitute the initial condition

and take the exponential to get the

following result,

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According to 4th order Runge-Kutta method,

Where

Use 4th order Runge-Kutta method to evaluate y from with

in

.

The results obtained are tabulated in the following table, x

y

1950 2555

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10/12/2017

Numerical Methods For Engineers 7th Edition Textbook Solutions | Chegg.com 1951 2607.676

1952 2661.132

1953 2715.368

1954 2770.38

1955 2826.168

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Step 3 of 3 Use MAPLE to obtain the plot for the function over the interval

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Recommended solutions for you in Chapter 25 Chapter 25, Solution 8P

Chapter 25, Solution 19P

Consider the following 4th order RK method: Where, Also,

Consider the differential equation, Here, And With the initial condition,

View this solution

View this solution

Recommended solutions for you in Chapter 25

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10/12/2017

Numerical Methods For Engineers 7th Edition Textbook Solutions | Chegg.com Chapter 25, Solution 8P

Chapter 25, Solution 19P

Consider the following 4th order RK method: Where, Also,

Consider the differential equation, Here, And With the initial condition,

View this solution

View this solution

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