Unit 1
Unit 2
Unit 2 & Unit 3
Unit 4
Unit 4 & Unit 5
100

What is the domain of the constant function y=1

(-∞,∞)

100

Simplify

x=√18

x=+/-  3√2

100

Transform the function

y=x2

one unit up

y=x2+1

100

Re-write this in logarithmic form

52=6

Log56=2

100

54m3 - 128n3, factor this difference of cubes

(make sure to take out the GCF)

2(3m-4n)(9m2+12mn+16n)

200

If j(x) = 2x+9 what is j(7)

25

200

Write equation in vertex form:

y=x2+16x+71

y=(x+8)2+7

200
Transfer the function y=2x2
2 units up and 5 units to the left


y=2(x+5)2+2

200

Solve using the change of base formula

Log71297=?

1.3357

200

Solve a growth formula with the following variables:

Initial amount=1800 Growth Rate=7% Time=15

F(15)=1,800(1.07)15

F(15)=4966.26

300

List the Domain, Range and say if it is a function or not.

{(1,2),(9,10),(10,4),(8,2)}

Domain: {1, 9, 8, 10}

Range: {2, 4, 10}

Answer: Yes, it is a function

300

Solve by taking the square root:

x2-64=0

x= +/- 8

300

Factor

x2+7x+12

(x+4)(x+3)

300

Make as simple as possible.

7 * (Log327+Log32) = Log316-Log34

Log3547=Log34

300
Factor by Grouping:


2pr+6r2-p-3r

(p+3r)(2r-1)

400

Solve (g-h)(x) if

g(x) = x2 +5

h(x) = x2 + 5x - 7

-5x+12

400

Factor using the x-method: 2x2+7x+6=0


(x+2)(2x+3)

400

Solve: (3-4i)2

-7 - 24i

400

What is x equal to?


3x=17

x=2.5789

400

Solve:

Laura deposited $12,000 into an account that earns 8% interest. How much money will she have in 5 years of the interest is compounded quarterly?

$12,831.37

500

What is the inverse of 

f(x) = 3x-8

(x+8) over 3

500

Solve using the quadratic formula:

2x2-7x-9=0

X= 4.5 X= -1

500

Factor: 6x2+5x-4

(3x+4)(2x-1)

500

What is n equal to?

9n+10 +3 =81

n=-8.0171

500

x3+7x2-3x+4 divided by x+2

x2+5x-13+(30/x+2)

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