4. Let f be the function shown below. Estimates of f f(x) dx computed using the left, right midpoint, and trapezoid rules (all with the same number of equal subintervals) are 8.52974 9.71090 9.74890 and 11.04407 Which rule produced with estimate? Explain
4. Let f be the function shown below. Estimates of f f(x) dx computed using the left, right midpoint, and trapezoid rules (all with the same number of equal subintervals) are 8.52974 9.71090 9.74890 and 11.04407 Which rule produced with estimate? Explain
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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
Transcribed Image Text:4. Let f be the function shown below. Estimates of f f(x) dx computed using the left,
right midpoint, and trapezoid rules (all with the same number of equal subintervals) are
8.52974 9.71090 9.74890 and 11.04407
Which rule produced with estimate? Explain
Estimate
8.52974
9.41090
9.74890
11.04407
12
10
6
Rule
( (3496))
Aut
Why?
>) g(x) + f(-)g
231
put in order?
1 think
} {{૭૫૫૭૪)
(1301)
Left, Rott, Must.
varpide
Lue when conting
definie ogran
Expert Solution

Step 1
Given: Estimate of integral computed using the left, right, midpoint, and trapezoidal rule are 8.5297, 9.41090, 9.74890,11.04407.
To Find: Which rule produces with the estimate? Explain.
Step by step
Solved in 2 steps
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