Using the forward Eular method to solve y”(t) = f(t), y'(0) = 0 with a step size of h, we obtain the following values of y in the first four iterations:
a. 0, h f(0), h (f(0) + f(h)) and h (f(0) – f(h) + f(2h))
b. 0, 0, h2 f(0) and 2h2 f(0) + f(h)
c. 0, 0, h2 f(0) and 3h2 f(0)
d. 0, 0, h f(0) + h2 f(0) and h f(0) + h2 f(0) + hf(h)
(A) a
(B) b
(C) c
(D) d
Answer: (D)
Explanation:
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