☐ ☐ 3. Approximate the following integrals using the trapezoid rule. (Round answer to four decimal places.) 0.04016 ○ 0.02585 0.03683 ○ 0.03811 ☐ L +5 1 - dx; use n = 6 subintervals 1+x4 ☐ 4. Approximate the following integrals using Simpson's rule. (Round answer to three decimal places.) 12.1708 +5 L 4+ x2dx; use n = 6 subintervals 2 12.16624 12.80999 ○ 12.1639 ☐ ☐ 5. Approximate the following integrals using Simpson's rule. (Round answer to three decimal places.) .9 x+dx; use n = : 4 subintervals 1 12776.000 11826.667 6216.000 ○ 11328.000

Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter8: Further Techniques And Applications Of Integration
Section8.CR: Chapter 8 Review
Problem 16CR
Question
☐ ☐ 3. Approximate the following integrals using the trapezoid rule. (Round answer to
four decimal places.)
0.04016
○ 0.02585
0.03683
○ 0.03811
☐
L
+5 1
- dx; use n = 6 subintervals
1+x4
☐ 4. Approximate the following integrals using Simpson's rule. (Round answer to three
decimal places.)
12.1708
+5
L
4+ x2dx; use n = 6 subintervals
2
12.16624
12.80999
○ 12.1639
☐ ☐ 5. Approximate the following integrals using Simpson's rule. (Round answer to three
decimal places.)
.9
x+dx; use n = : 4 subintervals
1
12776.000
11826.667
6216.000
○ 11328.000
Transcribed Image Text:☐ ☐ 3. Approximate the following integrals using the trapezoid rule. (Round answer to four decimal places.) 0.04016 ○ 0.02585 0.03683 ○ 0.03811 ☐ L +5 1 - dx; use n = 6 subintervals 1+x4 ☐ 4. Approximate the following integrals using Simpson's rule. (Round answer to three decimal places.) 12.1708 +5 L 4+ x2dx; use n = 6 subintervals 2 12.16624 12.80999 ○ 12.1639 ☐ ☐ 5. Approximate the following integrals using Simpson's rule. (Round answer to three decimal places.) .9 x+dx; use n = : 4 subintervals 1 12776.000 11826.667 6216.000 ○ 11328.000
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