There are no stringent requirements, besides the fact that work must be provided for each question. And I don’t care if the work is handwritten or typed out in a word doc. I need it completed by tonight, please help!
calc_i_quiz.pdf
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MATH 140 Quiz 5
Professor: Dr. J. Beyers
NAME___________________________
INSTRUCTIONS
The quiz is worth 100 points. There are five problems (each worth 20 points).
This quiz is open book and open notes. This means you may refer to your
textbook, notes, and online classroom materials, but you may not consult anyone.
You may take as much time as you wish, provided you turn in your quiz no later than
the due date posted in our syllabus.
You must show all work in order to receive full credit. If you do not show
your work, you may earn only partial or no credit at the discretion of the
professor.
Please carefully review How to submit quizzes and exams in our Syllabus. If you
have any questions, please feel free to send me a PAGER message in LEO.
Emailed quizzes and exams will not be accepted (they crash my email system).
Thank you for understanding. Best of luck!
MULTIPLE CHOICE Select the best answer choice. Write your answer choices
below:
(1)
_____
(2)
_____
(3)
_____
(4)
_____
(5)
_____
1) Evaluate
(1) _____
1
1
1
1
sin
1
cos
sin
1
1
sin
sin
1
2) Solve the initial value problem
(2) _____
1
√
1
2
√
1
2√
2
1
2√
2
5
1
2√
2
2
2
,
2
1
3) Given
3, find the exact area
by first computing the sum
of the region under
on the interval 1, 3
∆
and then taking the limit as
→ ∞. Hint: ∑
(3) _____
(Note: If limits are not used correctly, the maximum number of points possible for this
problem will be 5 points out of 20 points.)
14
44
3
13
56
3
4) Evaluate
2
4
1
by computing the limit
lim
→∞
∆
(Note: If limits are not used correctly, the maximum number of points possible for this
problem will be 5 points out of 20 points.)
(4) _____
905
6
875
6
145
3
2
4
3
5) Evaluate
(5) _____
1
√
1
2
1
2
2
2
…
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