Question 3(Multiple Choice Worth 1 points) (07.03 MC) Given the differential equation = g(x,y) and initial condition g(0) = 1, Euler's Method produces the value y, = 1 + h . g(0, 1), where h equals the step size. Find y2. dx O2 = 1 + h . g(0, 1) + h . g(h, 1 + h . g(0, 1)) Oy2 = 2 + h . g(0, 1) + h . g(h, 2 + h . g(0, 1)) Oy2 = 1 + h . g(0, 1) + h . g(0, 1) Oy2 = 1 + h . g(0, 1) + (h + 1) . g(h + 1, 1 + h . g(0, 1))