Use Euler's Method with h = 0.1 to approximate the solution to the following initial value problem on the interval 2 S x$ 3. Compare these approximations with the actual solution y = - - by graphing the polygonal-line approximation and the actual solution on the same coordinate system. y' = y - y2 , y ( 2 ) = - 1 Graph the polygonal-line approximation and the actual solution on the same coordinate system. Choose the correct graph below. O A. O B. O c. O D. -0.6- Q Ay -0.6 Q -0.6 O Complete the table. Euler's Method n Xn approximate solution 0 2 -1 0 2 A W 10 00 1 07 Un 10 Round to five decimal places as needed.) Compare the approximations with the actual solution. Choose the correct answer below. O A. The approximations start underestimating the actual solution, yet begin getting closer to the actual solution as n increases. B. The approximations start overestimating the actual solution, yet begin getting closer to the actual solution as n increases C. The approximations start close to the actual solution, yet begin to overestimate the actual solution as n increases. D. The approximations start close to the actual solution, yet begin to underestimate the actual solution as n Increases