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19 f(x) dx is given as 1860.9 using 1-segment trapezoidal rule. and f(14) = 82.23, the value of the integral using 2-segment trapezoidal rule would The estimate of an integral of Given: f(7)=20.27, f(11)=45.125 most nearly be A 1291.5 в) 1072.0 1144.9 D 787.32

19 f(x) dx is given as 1860.9 using 1-segment trapezoidal rule. and f(14) = 82.23, the value of the integral using 2-segment trapezoidal rule would The estimate of an integral of Given: f(7)=20.27, f(11)=45.125 most nearly be A 1291.5 в) 1072.0 1144.9 D 787.32

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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19 The estimate of an integral of f(x)dx is given as 1860.9 using 1-segment trapezoidal rule. Given: f(7)=20.27, f(11) = 45.125 and f(14)=82.23, the value of the integral using 2-segment trapezoidal rule would most nearly be A) 1291.5 B 1072.0 1144.9 787.32 D
Transcribed Image Text:19 The estimate of an integral of f(x)dx is given as 1860.9 using 1-segment trapezoidal rule. Given: f(7)=20.27, f(11) = 45.125 and f(14)=82.23, the value of the integral using 2-segment trapezoidal rule would most nearly be A) 1291.5 B 1072.0 1144.9 787.32 D
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