This is the second part of a three-part problem. consider the system of differential equations y′1y′2==7y1+2y2,−4y1+y2. verify that for any constants c1 and c2, the functions y1(t)y2(t)==c1e5t+c2e3t,−c1e5t−2c2e 3t, satisfy the system of differential equations. enter c1 as c1 and c2 as c2. find the value of each term in the equation y′1=7y1+2y2 in terms of the variable t. (enter the terms in the order given.) equation editorequation editor = equation editorequation editor + equation editorequation editor . find the value of each term in the equation y′2=−4y1+y2 in terms of the variable t. (enter the terms in the order given.) equation editorequation editor = equation editorequation editor + equation editorequation editor .