\fFind the general solution of the equation. y' - = -8 10 O y = Cex/10 - 80ex O y = Cex/10 + 80 y = Ce 10x + O y = Celox +Find the specific solution of the differential equation y' - _ = x2 with initial condition y(1) = 4 2 X O 1 7 X + 2x O y = 7 + N Oy=x3 + 7xFind the general solution of the equation. Express the solution explicitly as a function of the independent variable. y' csc(t) = e y// HINT: 1 = sin(t) csc(t) C y = In = cost + c O y = 7 In(7 sint + C) O y=-7 In = cost + C] Oy= - In = cost + cFind the general solution of the equation. y' = y - 2 Oy= Ce* +2 Oy = Ce2x Oy = Ce2X - 2 Oy = Cex - 2