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Unformatted text preview: Version PREVIEW – HW 14 – hoﬀman – (57225)
This printout should have 5 questions.
Multiplechoice questions may continue on
the next column or page – ﬁnd all choices
before answering. 5. limit = 2 correct
6. limit = CalC7g04a
001 10.0 points
When f, g, F and G are functions such that
lim f (x) = 0, x→2 lim F (x) = 2, x→2 1
3
CalC7g17b
003 10.0 points Find the value of lim g (x) = 1, x→2 lim G(x) = ∞, lim x→1 x→2 which of the following is an indeterminate
form? ln(3x2 + 4x − 6)
.
2 x2 − 2 1. limit = 5
2. limit = 6 1. lim F (x) f (x ) x→2 2. lim g (x) G(x) x→2 3. lim F (x) 3. limit = 5
correct
2 4. limit = 11
4 correct G(x) x→2 5. limit does not exist 4. lim g (x)F (x)
x→2 6. limit = 0 5. lim f (x)g (x)
x→2 CalC7g12s
002 10.0 points
Determine the value of
lim x→0 Determine if f ( x)
g ( x) when lim x → −π/4 2(cos x + sin x)
cos 2x exists, and if it does, ﬁnd its value. f (x) = e2x − 1,
1. limit = 3
2. limit does not exist
2
3. limit =
3
4. limit = CalC7g42a
004 10.0 points 3
2 g ( x) = x 3 + x . 1
1. limit = − √
2
2. limit does not exist
3. limit = 0
1
4. limit = √
2
√
5. limit = − 2
√
6. limit = 2 correct 1 Version PREVIEW – HW 14 – hoﬀman – (57225)
CalC7g48b
005 10.0 points
Determine if
lim x→4 5
5
−
ln(x − 3) x − 4 exists, and if it does, ﬁnd its value.
1. limit = 5
correct
2 2. limit = 5
3. limit = +∞
4. none of the other answers
5. limit = −∞
6. limit = 0 2 ...
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This note was uploaded on 06/14/2011 for the course MATH 305G taught by Professor Cathy during the Spring '11 term at University of Texas at Austin.
 Spring '11
 Cathy

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