University of Alabama in Huntsville Math 2447 Fall 2012
Midterm #1
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, Note: You need to give Justication to all your Answers in order to have full CREDIT.
Exercise 1. (30 points) Answer each of the following by TRUE or FALSE. Jus-
University of Alabama in Huntsville
Math 244, SPRING 2012
Midterm #2
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Exercise 1. (40 points) Answer each of the following by TRUE or FALSE. Just
University of Alabama in Huntsville
Math 244, FALL 2011
Midterm #3
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Note: You need to give Justification to all your Answers in order to have full CREDIT.
Exercise 1. (30 points) Answer each of the following by TRUE or FALSE. Justif
University of Alabama in Huntsville
Math 244, FALL 2012
Midterm #2
Full Name: . Signature.
Note: You need to give Justification to all your Answers in order to have full CREDIT.
Exercise 1. (40 points) Answer each of the following by TRUE or FALSE. Only
J
University of Alabama in Huntsville
Math 244, Fall 2012
Midterm #1
Full Name: . Signature.
Note: You need to give Justification to all your Answers in order to have full CREDIT.
Exercise 1. (30 points) Answer each of the following by TRUE or FALSE. Justif
University of Alabama in Huntsville
Math 244, FALL 2011
Midterm #4 Optional
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You do understand that turning this exam in will bump out your lowest midterm grade even if your
lowest grade is greater than your grade on this exam. Note
MA 172 Study Guide for TEST #3 (9.1 9.5) Spring 2013
00 1
1 x2+1
TI: 1
dx = Z . What can be said about 220:1 n2+1 ?
1. Given that
m 3n2+2
2. Use the Limit Comparison Test to show whether Zn: 1 converges or diverges. State converges or diverges.
n .
se
MA 172 TEST #2 (8.1 8.4, 8.6, 8.7) Study Guide
1. Isin3xcosxdx 9. fCOSZZdZ
2. Ix ln(x3)dx 10. Find the area of the region bounded by
x
y=xe', 31:0, x=2
l
l
5 cfw_:dZ
dx
6 JIx2+l
1
7. How large do we have to choose 11 so that the Trapezoid approximati
MA 172 Sample questions for TEST #4 (9.6 9.9) Crook
. Check each endpoint and indicate clearly whether it is
A i (l)(x + 2)"
1. Find the interval of convergence for the series:
n=0 n
inthe interval of convergence or not.
co _1 n 4 x 2n
2. Find t
MA 172
1.
Review worksheet for Test #5
Graph the set of points whose polar coordinates satisfy
, 1 r 3
3
2.
Convert this polar equation to an equivalent Cartesian equation:
3.
Sketch this polar curve:
4.
Find the tangent to
5.
Find the area inside one lea
MA 172-05
2005
FINAL EXAM
Crook
Spring
Please do not write any of your answers on this test document. Turn in all of your work on other sheets of paper.
Each problem is worth 6 points. There are 102 possible points.
1.
Evaluate
.
3
x sin 3xdx
0
2.
Use tri
A violation is cited that has no direct or immediate relationship to job
safety or health. This would be considered what type of violation?
Selected
Answer:
de minimis
Absenteeism and lost productivity due to domestic violence can BEST
be reduced by
persu
Which of the following statements about a noncompete agreement is
TRUE?
it must contain a clause limiting the length of time the
agreement will be in effect
A supervisor discloses to co-workers that an employee has had a
mastectomy. The employee sues the
The Railway Labor Act covers
railroad employees and airline
employees
Response
Feedback The Railway Labor Act came before other labor law
:
because the Congress carefully refrained from regulating
any kind of business except interstate commerce prior to
t
MA 171_9Test4
Name:
Show all work and justify all answers to receive credit.
1. Evaluate the integrals.
2X
-* ; 0U<
urx oiv e a“
p _L
dM:0\X '“ Z
r, "x" , l Xe]
ixcU-«J 6A0“ '“
Z 2
b. chos(3x) dx ’
, LSMZX
Mid} “,6 2)
Sn
2(5me 5»; $m3X0U< 7 i
{b J ‘
C.j
Name: MA 171—01 Test 3
Show all work and justify all answers to receive credit.
1. Find the general antiderivative for the following
functions: (10)
a. f(x)=e5x+cos%x
F06); Q5X + LSMIX JFC
/ / 2
5 I\
b. f(x)=J;+£+x2
x
i 3
FM: 2.x 2‘ +5mlx1 «Us, -+ C
j a
Ava: 75.0%
Name:
Show all work and justify all answers to receive credit.
1. If the distance of a particle is given by f(t)=—t3+3t2—3t,
find: (10)
a. the velocity v(t)= -3
b. acceleration a(t)= "‘
2. Find the derivative. (70)
a. y=10g5(3x—7)
of: j e
LJ
Show all work and justify all answers to receive credit.
1. Determine the following limits from the graph of f(x). Express
the limits as a real number, oo,—-oo or state DNE. (8)
7
. . I.
<a> 1”“ f(x)= l <c> hm f(x)= ' (e “21m: ~06
\/
x—)O x—>1+ x—->+
li
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