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- If f(x, y) = −x2 + x3 - y + 4xy + y3, then in the process of obtaining its critical points the equation is obtained: The answers are in the picture:Solve the simultaneous, nonlinear equationsx1 ln x2 + x2 exp( x1) =ex(1)x2 ln x1+ 2x1 exp (x2) =2 exp(1)for x1 and x2 to within ± 0.001, by the Newton–Raphson method.Use variation of parameters to find the general solution of y′′−2y′+ 2y=(e^x)csc(x)
- Using Newton's Method, determine the first approximation to the solution of: e1 x = 2 − 3 x starting with x = 0 . x1 = ?X-2y+3z=11 4x+2y-3z=4 3x+3y-z=4 Solve by Gaussian eliminationFind a first-order, linear initial-value problem that has the given function as a solution. y(t)= 5e-2t How do I solve this?