7.4 LA_ S2401-MATH-2080 Intro to Ordin Diff Equations - 007 - 18756
pdf
keyboard_arrow_up
School
Clemson University *
*We aren’t endorsed by this school
Course
2080
Subject
Mathematics
Date
Apr 3, 2024
Type
Pages
5
Uploaded by ProfMetalStork38
3/7/24, 11:35 AM
7.4 LA: S2401-MATH-2080 Intro to Ordin Diff Equations - 007 - 18756
https://clemson.instructure.com/courses/215369/quizzes/475703
1/5
7.4 LA
Due Mar 7 at 11:50am
Points 20
Questions 10
Available Mar 7 at 11am - Mar 7 at 12pm 1 hour
Time Limit None
Attempt History
Attempt
Time
Score
LATEST
Attempt 1
35 minutes
17 out of 20
Correct answers will be available on Mar 9 at 11:59pm.
Score for this quiz: 17 out of 20
Submitted Mar 7 at 11:35am
This attempt took 35 minutes.
Question 1
2 / 2 pts
3/7/24, 11:35 AM
7.4 LA: S2401-MATH-2080 Intro to Ordin Diff Equations - 007 - 18756
https://clemson.instructure.com/courses/215369/quizzes/475703
2/5
Question 2
2 / 2 pts
Question 3
2 / 2 pts
Question 4
2 / 2 pts
_________________
_________________
_________________
_________________
3/7/24, 11:35 AM
7.4 LA: S2401-MATH-2080 Intro to Ordin Diff Equations - 007 - 18756
https://clemson.instructure.com/courses/215369/quizzes/475703
3/5
Question 5
2 / 2 pts
Question 6
2 / 2 pts
PartialQuestion 7
1 / 2 pts
_________________
Determine the partial fraction expansion for _______________________
The partial fraction expansion for where:
Your preview ends here
Eager to read complete document? Join bartleby learn and gain access to the full version
- Access to all documents
- Unlimited textbook solutions
- 24/7 expert homework help
3/7/24, 11:35 AM
7.4 LA: S2401-MATH-2080 Intro to Ordin Diff Equations - 007 - 18756
https://clemson.instructure.com/courses/215369/quizzes/475703
4/5
Answer 1:
-3
Answer 2:
4
Question 8
2 / 2 pts
Question 9
2 / 2 pts
IncorrectQuestion 10
0 / 2 pts
-3
4
_________________
Determine the partial fraction expansion for Compute where .
___________
Hint 1:
3/7/24, 11:35 AM
7.4 LA: S2401-MATH-2080 Intro to Ordin Diff Equations - 007 - 18756
https://clemson.instructure.com/courses/215369/quizzes/475703
5/5
Quiz Score: 17 out of 20
Hint 2: Refer to Theorem 7.4.12 and Example 7.4.13.