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CSM258:NUMERICAL METHODS AND COMPUTATION:COS:3935

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For the IVP

 y'=x+y,\qquad y(0)=1, y'=x+y,\qquad y(0)=1, with h=0.1h=0.1, what value does Euler’s method give for y_1y_1?  y_{1}=y_0+h f(x_0,y_0). y_{1}=y_0+h f(x_0,y_0).

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Which of the following numbers of sub-intervals can be used directly with the composite Simpson’s 1/31/3 rule?

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A fourth-order Adams-Bashforth method requires how many previous solution points before the next value can be computed?

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A problem has a solution, but a small change in the input produces a very large change in the solution. Which property of a well-posed problem is being violated?

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Which statement correctly describes the role of numerical methods for ODEs?

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Which differences appear in the full Stirling central-difference formula for the second derivative?

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In Stirling’s central-difference method, which type of central differences contributes to the second derivative?

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What is Richardson extrapolation used for in the Romberg method?

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Which statement best describes numerical analysis?

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Which statement correctly describes an initial value problem?

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