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).
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).
Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
Chapter6: Topics In Analytic Geometry
Section: Chapter Questions
Problem 33CT
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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).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6f3709b5-26d8-4440-9c5a-53a534958e16%2F97917fca-6dca-4328-9150-3d9e8d76e306%2Fwdv0356_processed.png&w=3840&q=75)
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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