Homework 2.1 Progress saved Done Score: 0/4 0/4 answered Bafco 0 Question 3 v 80/1 pt '0 3 819 G) Details This problem will walk you through finding the general solution to the homogeneous linear equation my\"+2y': 0 First, reduce the equation to a first-order equation using the substitution w : y'. Solve the first-order equation using separation of variables, integrate, and write the solution without coefficients or constants of integration. Now use the solution yl you found and the reduction-of-order substitution y : uyl to find a non-trivial solution to the original equation. Write the solution without coefficients or constants of integration. '92: Finally, write the general solution in the form y : clyl + c2y2 . Use cl and (:2 as your constants. me | | Question Help: 8 Message instructor D Post to forum Submit Question Homework 2-1 Progress saved Done Score: 0/4 0/4 answered EJVECO 0 Question 4 v [30/1 pt '0 3 819 G) Details Use the method of reduction of order to find a second solution to y\"4y = 0 Give your answer in simplest form (ie no constants of integration, no coefficients outside the function) Hint: Remember that the hyperbolic trig functions obey almost all the typical trig identities and anti-derivative formulas. Consult a reference table and don't be intimidated! Question Help: 8 Message instructor D Post to forum Submit