Question 5 ln questions 5.1-5.5. we consider the differential equation (cos 36:3 + my + 6y2 y) dx + (a: 12y) dy = 0. (2). 6_M 1\" 3y ' 3:: you can show that this equation is not exact. You will need to find a special integrating factor and use it to solve the equation. This equation is of the form Mdz: + Ndy = 0. By calculating Question 5.1 8M This question refers to equation (2). First, enter the result of yOur calculation for 6y ' Question 5.2 8N Enter the result of your calculation for 82: ' Question 5.3 Calculate the special integrating factor p for equation (2). Question 5.4 301M) 53(an 0y 0:: Calculate the derivatives and verify that they coincide. Enter the expression for one of them in the field below. Question 5.5 Find a general solution of (2) in the form f(:z:,y) = c, where cis an arbitrary constant. Enter your expression for f(a:,y)