These are almost all odd so you can check your answers in the back!

Chapter P-2, # 9
Chapter P-2 #23
Chapter P-2 #29
Chapter P-2 #37
Chapter P-2 #47
Chapter P-3 #3
Chapter P-3 #5
Chapter P-3 #7
Chapter P-3 #13
Chapter P-3 #21* (a problem like this won't be on the exam, but shows how much you understand what's going on!)
Chapter P-4 #1,5,6
Chapter P-4 #9
Chapter P-4 #11
Chapter P-4 #13
Chapter P-4 #23
Chapter P-4 #29
Chapter P-4 #31
Chapter P-4 #33
Chapter P-4 #37
Chapter P-4 #41
Chapter P-5 #3
Chapter P-5 #4
Chapter P-5 #5
Chapter P-5 #7
Chapter P-5 #23, 24, 25
Chapter P-6 #3, 7
Chapter P-6 #19
Chapter P-6 #20
Chapter P-6 #21
Chapter P-6 #23
Chapter 1.1 #1
Chapter 1.1 #4
Chapter 1.1 #5
Chapter 1.1 #9, 10, 11, 12 (I guarantee a question with this theme!)
Chapter 1.1 #13
Chapter 1.1 #21 (use a calculator)
Chapter 1.1 #27, 28, 29, 31, 32, 33 (I guarantee a question with this theme!)
Chapter 1.1 #37 (this really tests your understanding of what's going on)
Chapter 1.2 #3, 5
Chapter 1.2 #11,12,13,14 (I guarantee a question with this theme!)
Chapter 1.2 #15(a)
Chapter 1.2 #17
Chapter 1.2 #21, 23
Chapter 1.2 #25 (there will likely be a question of this sort on the test)
Chapter 1.2 #27-32
Chapter 1.3 #1-20 (for #5, try using a substitution of some kind) (these problems should get easy as you doa  lot of them!)
Additional questions (something similar likely to be on the exam!)
Find the horizontal asymptotes of
f(x) = (2x-8)/(7x-3)

f(x) = (2x³-4x²+x-16)/(x³+17x-1)

Find the vertical asymptotes of
f(x) = 2x/(4x-6)(x+5)

Chapter 1.4 #5-10
Chapter 1.4 #13, 17
Chapter 1.4 #21
Chapter 1.4 #33 (this is for fun, it will not be on the exam)
Chapter 1.4 #41
Chapter 1.5 #1
Chapter 1.5 # 5
Chapter 1.5 #9
Chapter 1.5 #11
Chapter 1.5 #13
Chapter 1.5 #15
Chapter 1.5 #23

More questions:
What is the formal definition of
lim_x->a f(x)=L
where L is a real number, f(x) is a function defined in a neighborhood of a, but necessarily at x=a.

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