(a) The Composite Trapezoidal Rule applied to the integral I = gives the error E = 12 Suppose S"(=) = 2+2 -2. a = 0.51, 6 = 1.0. %3D %3D 3 What values of n and h should be used to approximate I to within 0.00001?
(a) The Composite Trapezoidal Rule applied to the integral I = gives the error E = 12 Suppose S"(=) = 2+2 -2. a = 0.51, 6 = 1.0. %3D %3D 3 What values of n and h should be used to approximate I to within 0.00001?
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![(a) The Composite Trapezoidal Rule applied to the integral
I =
f(r)dx
gives the error
E = --"(4).
12
Suppose
2+ 2x – e
f"(x) =
a = 0.51, b= 1.0.
%3D
3
What values of n and h should be used to approximate I to within 0.00001?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3f55da45-08a5-4b79-813c-6c3387eaeaa5%2Ff5e6541e-709f-4f54-b016-34c80f73f182%2F98ye854_processed.jpeg&w=3840&q=75)
Transcribed Image Text:(a) The Composite Trapezoidal Rule applied to the integral
I =
f(r)dx
gives the error
E = --"(4).
12
Suppose
2+ 2x – e
f"(x) =
a = 0.51, b= 1.0.
%3D
3
What values of n and h should be used to approximate I to within 0.00001?
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