Math 1426
Final Exam – Version A
Fall 2008
with solutions
►
Print your name legibly as it appears on the class rolls
:
Last ______________________________ First _____________________________
ID Number:
1 0 0 0 __ __ __ __ __ __
►
Check the appropriate section:
001 – Dr. Krueger
004 – Dr. Shan
007 – Dr. Jorgensen
010 – Dr. Epperson
013 – Mr. Clanton
►►►►►
Fill in your scantron exactly
as below
◄
◄◄◄◄
►
Turn cell phones off and put them out of sight.
Turn off all beepers and alarms.
►
Do not write below this line
___________________________________________________________________________________________
Part I total
(48 points)
Your score
3
×
______ =______
17
(10 points)
18
(11 points)
19
(11 points)
20
(10 points)
21
(10 points)
Part II total
(52 points)
Final Exam
Total (100 points)
NAME
Last, first (EXACTLY AS YOU WROTE ABOVE)
SUBJECT
1426 YOUR SECTION #
TEST NO.
FXA
DATE
PERIOD
(
)
1
1
2
n
k
n n
k
=
+
=
∑
(
)(
)
2
1
1 2
1
6
n
k
n n
n
k
=
+
+
=
∑
(
)
2
2
3
1
1
4
n
k
n
n
k
=
+
=
∑
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Math 1426
Final Exam – Version A
Fall 2008
Page
1
of
7
The square brackets following an exam question number refer to a section/problem number in the text.
Problem numbers preceded by the symbol ~ are modeled on that problem from the text, but not identical
to it. Problem numbers without the symbol are identical to or very close to the problem from the text.
INSTRUCTIONS FOR PART I:
Write your answers for these questions on a scantron (form 882E or
882ES) and mark only one answer per question.
Your grade will be determined solely by what you
mark on your scantron.
Each of the questions in this part counts 3 points, for a total possible score of
48 points. You may use an approved calculator. You may write on this exam or request scratch paper if
needed.
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 Fall '08
 BAKER
 Math, Calculus, Derivative, Concave function

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