Please use matlab Consider the ODE f(x, y) = x-5. Take initial conditions x = 0, yo = y(0) = 11, x₁ = 0.2 and y₁ = y(0.2) = 22,solve for y(99) with a step size of 0.2 using an adaptation of Euler's method, which uses two known y solutions toapproximate the next y solution. The general formula is:Yi+z = Yi+s + h ( 12 f(xi+n+Yi+s) + f(x, y))An example of the first few iterations is shown below.Y₂ = ₁ + h ( 2 f(x₁+x₁) + f(xo. Yo ) -Ys = y₂ + h+1 ( 1 [ƒ(6×2,082) + f(x1, 85) ) = 19f(x₂.y20.9333What is the value of y(99) rounded to the nearest integer?Note: Remember to round the final answer.19.910034 = 95 + h (25(85.353) + ²56(62.92)) = 1618.9300

Consider the ODE f(x, y) = x-5. Take initial conditions x = 0, yo = y(0) = 11, x₁ = 0.2 and y₁ = y(0.2) = 22, solve for y(99) with a step size of 0.2 using an adaptation of Euler's method, which uses two known y solutions to approximate the next y solution. The general formula is: + h ( 1/2 f(x+· Yi+1) + f(x₁, y)) Yi+2=Yi+1 +h

Consider the ODE f(x, y) = x-5. Take initial conditions x = 0, yo = y(0) = 11, x₁ = 0.2 and y₁ = y(0.2) = 22, solve for y(99) with a step size of 0.2 using an adaptation of Euler's method, which uses two known y solutions to approximate the next y solution. The general formula is: + h ( 1/2 f(x+· Yi+1) + f(x₁, y)) Yi+2=Yi+1 +h

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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