Let f(2)=3.5 sin (√2+2). offf(a)dz using a with four equally spaced subintervals. Your answer should be accurate to three decimal places. -9 8p 7 [₁1(₂) Estimate the value of -6 -5 4 -3 f(x)dx= [ -1 5- 4 34 2- 1 57375 -2 4 1 Note: the graph above is provided as a visual aid, but you should not use it to estimate the height of your rectangles. Use the given equation instead. 2 a midpoint Riemann sum

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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off₁1(2) dzu using a midpoint Riemann sum
with four equally spaced subintervals. Your answer should be accurate to three decimal places.
Let f(x) = 3.5 sin (√2+2). Estimate the value of
9
8p
7
[₁1(₂)
-6
f(x)dx=
[
-5 4 -3
-1
5-
4
34
2
1
57345
Note: the graph above is provided as a visual aid, but you should not use it to estimate the height of
your rectangles. Use the given equation instead.
1
2 3
Transcribed Image Text:off₁1(2) dzu using a midpoint Riemann sum with four equally spaced subintervals. Your answer should be accurate to three decimal places. Let f(x) = 3.5 sin (√2+2). Estimate the value of 9 8p 7 [₁1(₂) -6 f(x)dx= [ -5 4 -3 -1 5- 4 34 2 1 57345 Note: the graph above is provided as a visual aid, but you should not use it to estimate the height of your rectangles. Use the given equation instead. 1 2 3
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