3. [15] The following data can be used to approximate the integral M sin(a²) dr. N(h) = 2.50663, Ni (h/4) = 0.88018, N(h/2) = 1.66875, N1(h/8) = 0.88894. Assuming M = N1(h) + K,h² + Kzh^ + K3h® + K,h8 + O(h!0), find N4(h).

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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3. [15] The following data can be used to approximate the integral
M
sin(x²) dxr.
N1(h) = 2.50663,
Ni (h/4) = 0.88018,
N1(h/2) = 1.66875,
N1(h/8) = 0.88894.
%3D
Assuming M = N1(h) + K,h? + K2h4 + K3h® + K¼h8 + O(h!º), find
NA(h).
Transcribed Image Text:3. [15] The following data can be used to approximate the integral M sin(x²) dxr. N1(h) = 2.50663, Ni (h/4) = 0.88018, N1(h/2) = 1.66875, N1(h/8) = 0.88894. %3D Assuming M = N1(h) + K,h? + K2h4 + K3h® + K¼h8 + O(h!º), find NA(h).
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