Question: The last three first please (i) y' = ev (2+ x)3 is an autonomous differential equation. (ii) Any first order, linear, homogeneous differential equation is

The last three first please

(i) y' = ev (2+ x)3 is an autonomous differential equation. (ii) Any first order, linear, homogeneous differential equation is separable. (iii) The method of undetermined coefficients can be used to find a particular solution to 37 - 7+ 1 (iv) X0 0 is an ordinary point of x y" tax y' + bx y = 0. (v) The fundamental set of solutions of any n-th order, homogeneous, linear differential equation cannot consist of more than n linearly independent solutions. (vi) Let yp be such that "(Up) = g(x), where P(y) is an n-th order linear differential operator. Let y, and y2 be such that P(y) = 0. Then P(1 + yz - Up) = g(x). Determine which of the above statements are True (1) or False (2)
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