mehmood (ajm4462) Homework 12.2 karakurt (56295)
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001
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1
Explanation:
Since
AB = 2 1, 2 + 5, 2 5 ,
we see
choi (mc43838) HomeWork 15.3 karakurt (56295)
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001
Evaluate the double integral
1
1
1. I =
x
1
I =
0
(3x y) dy dx .
mehmood (ajm4462) Homework 12.3 karakurt (56295)
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001
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Determine the dot product of the vectors
a = 2 , 2
choi (mc43838) Homework 15.4 karakurt (56295)
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001
5. I = 2
6. I = 8
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003
Which, if any, of the following
mehmood (ajm4462) Homework 12.5 karakurt (56295)
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001
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1
Which of the following surfaces is the graph
of
mehmood (ajm4462) Homework 12.4 karakurt (56295)
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001
f ( x) =
2
2 2
x+
3 2
2
2
x.
6. f (x) = 6 2x + 9x2
2. f (2) =
mehmood (ajm4462) Homework 12.1 karakurt (56295)
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001
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Suppose you start at the origin in 3-space,
move a
mehmood (ajm4462) Homework 10.3 karakurt (56295)
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001
2. slope =
3. slope = 3e/4 + 2
4. slope =
y = 3 x2 .
2. r = 3
mehmood (ajm4462) Homework 10.1 karakurt (56295)
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001
Since
cos2 t + sin2 t = 1
for all t, the particle travels alon
mehmood (ajm4462) Homework 10.2 karakurt (56295)
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Find
dy
2 + et
=
dx
3et (1 t)
3.
dy
3et (1 + t)
=
dx
2 et
4.
dy
2
sequeira (gjs626) #1 vick (54990)
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1
exists, and if it does, nd its value.
1. limit = 3
2. limit = 7
001
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