A cubic s can be used to approximate the value(s) of a function between a set of

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A cubic s can be used to approximate the value(s) of a function between a set of points (called knots where the values of the function are known or given developed special methods for solving A famous numerical analyst named differential equations. The methods allow for the estimation of the local truncation error A has a differential equation and a boundary condition. The method of can be used to approximate a set of noisy data such that the squares of the errors are minimized. The method is often the most nt method for solving a ordinary differential equation subject efficient to initial conditions when the derivatives are very expensive to evaluate and a fixed step size is a reasonable choice A method (for solving two-point boundary-value problems) is a method in which each iteration requires the solution of an initial value problem. differential equation sin(t +cos(x) The following is a dt 8. The "E" in the term "PECE algorithm" refers to an A Monte-Carlo simulation normally makes use of

Explanation / Answer

3) BVP Method (boundary value problem)

4)Least square method

5)ODE

6)Raylieigh ritz method

7)Linear Differential equation

8) PECE ---Predict -Evaluate-Correct _Evaualte.

9)A monte carlo Simulation is a technique used to understand the impact of risk and uncertainty in financial, project management, cost, and other forecasting models

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