Can someone help with these questions please:

This is a two-part question. We can rewrite some differential equations by substitution to ones which we can solve. (a) Use the substitution v = 5 x + 3 y + 6 to rewrite the following differential equation dy (5x+ 3y + 6)- = ez 3 (5x+3y +6) in the form of - = f(x, v). dx Enter the expression in a and v which defines the function f in the box below. For example, if the DE can be rewritten as du = 4 ve5, enter 4*v*exp(5*x) (b) Use the substitution v = " to rewrite the following differential equation I dy y 5y+3x = + in the form of - = g(I, v). Enter the expression in a and v which defines the function g in the box below. P Note: The answers must be entered in Maple syntax.Solve the following differential equation d2 da2 y(x) +2 d (dry(x) + 10y(z) = 0, with y(0) = 1, y (0) = 2 Enter your answer in Maple syntax in the format "y(x)= ..." For example, if your answer is y (x) = 3 e +4 e , enter y(x)=3*exp(-x)+4*exp(2*x) in the box