using modified Euler,s method, obtain the solution of the following ordinary differentiol equation y With the...

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using modified Euler,s method, obtain the solution of the following ordinary differentiol equation √y With the initial condition y(0)=1 find y(0.4) = ? in steps of 0.2 Q2)given: dx (30marks) dy-y²-100e-(100(x-1)²) With the initial condition y(0.8) 4.9491 find y approximately at x = 0.83,in three steps using Runge-kutta method dx using modified Euler,s method, obtain the solution of the following ordinary differentiol equation √y With the initial condition y(0)=1 find y(0.4) = ? in steps of 0.2 Q2)given: dx (30marks) dy-y²-100e-(100(x-1)²) With the initial condition y(0.8) 4.9491 find y approximately at x = 0.83,in three steps using Runge-kutta method dx

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Here are the steps to solve this ordinary differential equation using the modified Eulers method For ... View the full answer