Gargotta 1!
Jacob Gargotta
Mrs. Robinson
English IV 1501.6
8 December 2015
Explanations
In slide one the quote about the boys from Lord of the Flies connects to the picture of an
ancient stump, cut down using a chainsaw, in how destructive man is. Man pos
Advice about WebAssign
The graded homework will be based in the online system WebAssign.
A WebAssign account has an access fee of $48.95, and you will need to purchase
access online during the first two weeks of school. After that, you risk being locked o
kang (rhk394) 11.1 Post-Class meth (54120)
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since a1 = 1.
keywords: sequence, common ratio
002
001
assuming that t
kang (rhk394) 5.5 Post-Class meth (54120)
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001
2. I =
3
csc5 x + C
5
3. I =
3
csc7 x + C
7
4. I =
3
sec7 x + C
7
5
kang (rhk394) 11.8 Post-Class meth (54120)
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We have still to check what happens at the
endpoints x = 1. At x = 1 t
kang (rhk394) 5.4 Post-Class meth (54120)
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001
1. I = 12 x
2. I = 12 x
1/2
3. I = 12 x
1/2
4. I = 6 x
1/2
5. I = 6
kang (rhk394) 11.2 Post-Class meth (54120)
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1
in summation notation.
002
10.0 points
Rewrite the series
001
10.0 p
kang (rhk394) 11.4 Post-Class meth (54120)
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001
10.0 points
Determine whether the series
1
Note first that the ineq
kang (rhk394) 5.3 Post-Class meth (54120)
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001
10.0 points
The graph of f is shown in the figure
10.0 points
Z
x2
3
kang (rhk394) 11.3 Post-Class meth (54120)
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001
10.0 points
Determine whether the series
X
2
k ln(5k)
k=1
1
But
lim
kang (rhk394) 11.6 Post-Class meth (54120)
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001
To check for conditional convergence, consider the series
X
where
Jacob Gargotta
Mrs. Robinson
English IV 1501.6
8 December 2015
Personal Reflection
I am the master of procrastination. I completed my entire project in a single night. The
only work I did in actual advance was the collection of the pictures I utilized whe
Wyatt Davis
Activity 10
Han Solo
Quick thinking and skilled with a blaster,
Han Solo is a smuggler, space pirate, and
captain of the Millennium Falcon. When he
and his Wookee first mate, Chewbacca, are
hired to transport Luke Skywalker and ObiWan Kenobi,
Wyatt Davis
Activity 7
Amelia Island
While a remote tropical isle may be the ultimate
winter escape, you need only head to the
northeasternmost tip of Florida for an unspoiled,
unpretentious refuge. Framed by 40-foot dunes, Amelia
Islands white sand beach
INTEGRAL WORKSHEET I
1.
e5 cos(x) sin(x) cos2 (x) dx
Solution 1. The idea for this one is to try u substitution. Let u = cos(x). This
means that du = sin(x)dx.
e5 cos(x) sin(x) cos2 (x) dx
=
e5u u2 du
Now we integrate by parts:
2
e5u
)
e5u u du]
5
5
We ha
M408S MOCK EXAM
1. Determine the limit as n approaches for the two sequences below. It if
Diverges explain why.
n sin(n)
an = 2
n +1
an =
9n+1
10n
2. Determine if a series converges or diverges. If it converges nd its sum. Show
all of your work and identi
M408S MOCK EXAM
1. Determine the limit as n approaches for the two sequences below. It if
Diverges explain why.
n sin(n)
an = 2
n +1
an =
9n+1
10n
Solution 1. Notice that:
n
n
an 2
+1
n +1
This is because | sin(x)| 1. The sin function is never bigger tha
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At
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INTEGRAL WORKSHEET I
1.
e5 cos(x) sin(x) cos2 (x) dx
Solution 1. The idea for this one is to try u substitution. Let u = cos(x). This
means that du = sin(x)dx.
e5 cos(x) sin(x) cos2 (x) dx
=
e5u u2 du
Now we integrate by parts:
2
e5u
)
e5u u du]
5
5
We ha
M408S MOCK EXAM
1. Determine the limit as n approaches for the two sequences below. It if
Diverges explain why.
n sin(n)
an = 2
n +1
an =
9n+1
10n
Solution 1. Notice that:
n
n
an 2
+1
n +1
This is because | sin(x)| 1. The sin function is never bigger tha
CHILDHOOD
When was your person born?
1/4/1992
Where was your person born?
Las Vegas, NV
Where did your person grow up?
Las Vegas, NV
Did anything eventful occur during your persons childhood?
Did your person go to school?
Bonanza High School and Univ
kang (rhk394) 11.5 Post-Class meth (54120)
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Multiple-choice questions may continue on
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before answering.
001
10.0 points
Which one of the following series is convergent?
1.
2.