Question: Solve the initial value problem. x2 dy 5x - x - 3 =1 y(1)=5 dx (x+1)(y+1)' Begin by separating the variables. Choose the correct

Solve the initial value problem. x2 dy 5x - x - 3 =1 y(1)=5 dx (x+1)(y+1)' Begin by separating the variables. Choose the correct answer below. A. (y+1)dy= 5x -x-3 x(x+1) -dx dy B. 5x2-x-3 dx = x(x+1)(y+1) x(x+1) 1 C. 5x2-x-3 -dy= dx y+1 OD. The equation is already separated. 2 y 3 29 The solution is 2 +y=2 Inx+3 In (x+1)+ + -3 In 2 2 (Type an implicit solution. Type an equation using x and y as the variables.)

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