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Math 2425 Midterm 2 Review Activity
26 October 2005
(1) Evaluate
Z
e
3
x
p
1

e
2
x
dx
(2) Evaluate
Z
dx
x
4
+ 4
x
2
+ 3
(3) Evaluate
Z
3
1
1
x

1
dx
(4) Show that
{
n
e
n
}
converges by showing that it is increasing with an upper bound or
decreasing with a lower bound.
(5) Compute, if possible,
(1 +
√
2) + 1 + (

1 +
√
2) + (3

2
√
2) +
···
(6) Evaluate
∞
X
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This note was uploaded on 01/13/2012 for the course MATH 2414 taught by Professor Mayfield during the Spring '09 term at Dallas Colleges.
 Spring '09
 MAYFIELD
 Math

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