MATH 20603
Exam #1
This test is closed-book and closed-notes. No calculator is allowed for this test. For full credit show all of your work (legibly!), unless otherwise specified. While integrals must be fully calculated, it is not necessary to arithmetic
MATH 20603
Practice Exam #2
This test is closed-book and closed-notes. No calculator is allowed for this test. For full credit
show all of your work (legibly!), unless otherwise specied.
The problems are in no particular order, and it is suggested that yo
MATH 20602
Practice Exam #1
This test is closed-book and closed-notes. No calculator is allowed for this test. For full credit show all of your work (legibly!), unless otherwise specified. While integrals must be fully calculated, it is not necessary to a
MATH 20603
Practice Exam #1
Note: in accordance with requests to limit the scope of the exam, this practice exam does not, nor will the actual exam, cover sections 7.7 and 7.8. You will, however, be expected to know these sections for Quiz #3 and Exam #2.
MATH 20603
Exam #2
This test is closed-book and closed-notes. No calculator is allowed for this test. For full credit show all of your work (legibly!), unless otherwise specified. While integrals must be fully calculated, it is not necessary to arithmetic
MATH 20602
Practice Exam #2
This test is closed-book and closed-notes. No calculator is allowed for this test. For full credit show all of your work (legibly!), unless otherwise specified. While integrals must be fully calculated, it is not necessary to a
MATH 20603
Quiz #1
Sample for distribution
1. (8 points) Calculate the following integrals:
(a) (4 points)
/2
(sin cos3
0
(b) (4 points)
5e3t + 2dt.
)d.
2. (8 points) Calculate the area in the region between y =
2x
and y = sin x shown below:
1
1
2
4
2
3
MATH 20603
Quiz #4
1. (8 points) Find the center of mass of the region bounded by the curves y = x3 + 2
and y = 4x + 2. Expressions need not be arithmetically reduced.
12
10
8
6
4
2
1
2
0 for x < 1
2. (8 points) Let f (x) =
2 for x 1
x3
(a) (4 points) V
MATH 20602
Quiz #1 solutions x - 1 and y = x - 1. You may find
1. (5 points) Find the area of the region between the curves y = it helpful to sketch the curves. y = - 1 x y = x-1
As we can see, the curve y = x - 1 lies over the curve y = x - 1 between th
MATH 20602
Quiz #1
Name:
Show all work. Arithmetic expressions need not be simplified. 1. (5 points) Find the area of the region between the curves y = it helpful to sketch the curves. x - 1 and y = x - 1. You may find
2. (12 points) Below, we are conside