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Consider the differential equation dy/dx = x + 2y, with initial condition y(0) = 2. Use Euler's method with four steps to estimate y when x=1.
2 answers
factually, its .76. by using f(x) as a sequential place holder, you can find x=0 by multiplying x+2y with the 4th derivative of x+2y to get dy/dt=37x+7.925y
2 answers