ha (kh26295) M408D Quest Homework 1 pascale (54550)
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1
exists, and if it does, nd its value.
1. limit = e6
2. limit
ha (kh26295) M408D Quest Homework 11 pascale (54550)
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001
10.0 points
The contour map given below for a function
f s
ha (kh26295) M408D Quest Homework 9 pascale (54550)
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001
1
keywords: vector function, limit, trig function
log funct
ha (kh26295) M408D Quest Homework 10 pascale (54550)
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001
4. fx = 0 , fy > 0
5. fx = 0 , fy < 0
6. fx > 0 , fy < 0
1
ha (kh26295) M408D Quest Homework 12 pascale (54550)
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001
1
The graph of the function
z = f (x, y ) = 6 x
is the pla
ha (kh26295) M408D Quest Homework 8 pascale (54550)
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001
1. 3x 6y + 3z = 0
2. 2x + 3y + 6z + 3 = 0
3. 6x 2y 3z + 3 =
ha (kh26295) M408D Quest Homework 7 pascale (54550)
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001
10.0 points
Find a unit vector n with the same direction
as
ha (kh26295) M408D Quest Homework 6 pascale (54550)
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001
1
4.
10.0 points
Which one of the following is the graph of
ha (kh26295) M408D Quest Homework 2 pascale (54550)
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1
Clearly from this gure we see that
2
a2 = f (2) <
f (x) dx,
1
ha (kh26295) M408D Quest Homework 4 pascale (54550)
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001
1
with |y | < 5.
002
10.0 points
Find a power series repres
ha (kh26295) M408D Quest Homework 5 pascale (54550)
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001
10.0 points
Determine the degree 2 Taylor polynomial
T2 (x)
ha (kh26295) M408D Quest Homework 3 pascale (54550)
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001
To check for conditional convergence, consider the series
n
ha (kh26295) M408D Quest Homework 13 pascale (54550)
y
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001
1
6
10.0 points
Reverse the order of integration in the