Chapter 7 Test. Nov 14, 2007
Closed book, closed notes. Use your own paper, and SHOW YOUR WORK. If you have a
question, ask.
1. Find the area of the region in the x-y plane that is bounded by the curves x = y 2 2y
and x = 2y .
Solution: The curves interse
MAT 193 2nd Midterm October 2007
SHOW YOUR WORK!
/8
x cos(4x)dx.
1.
0
Solution: Use integration by parts. Let u = x, dv = cos(4x)dx. Then du = dx and
v = (1/4) sin(4x).
x
sin(4x)
4
x
= sin(4x)
4
1
=
32 16
0
/8
2.
/8
/8
x cos(4x)dx =
0
0
0
1
sin(4x)dx
Corrected Solutions to MAT 193 Test. Oct 24, 2011. Jennings
Show your work. This is a closed book, closed note test. Please put phones, computers, and other
communications devices away. Its OK to use calculators, but you probably wont need them. Please us
MAT 193 First Midterm
SHOW YOUR WORK!
1. True or false?
(In my solutions I gave reasons for my answers to these true-false questions but you
didnt need to do that.)
(a) If cfw_an is an increasing sequence and every term an is less than 100,000 then
n=1
c
MAT 193 First Midterm. Fall 2011. G. Jennings.
This is a closed note, closed book, no computers test. Please use your own paper.
SHOW YOUR WORK!
1. True or false?
(a) If cfw_an is an increasing sequence and every term an is less than 100,000 then cfw_an
MAT 193 3rd Test. Fall 2011. Jennings.
Please use your own paper. I need to see what you can do, not what your calculator can do, so draw good
diagrams and SHOW YOUR WORK! Correct answers with no work shown are worth nothing.
1. (a) (7 points) Improper in
MAT 193 sec. 01 Final Exam Dec. 10, 2007
No books, notes, calculators, or other aids are allowed. Use your own paper. SHOW YOUR WORK!.
Please put your name on your test copy and return it with your answers. I will post solutions Wednesday
evening.
Some us
MAT 193 Final Exam (with the corrections that I put on the
board). December 2011. Jennings
Closed book, closed note test. Please put away phones and other communication devices and graphing
calculators, these are not allowed. You may use a non-graphing ca