Scientific Notation
Exponents & Square Roots
Number of Solutions
Systems of Equations
Solving Equations
100

How do you write this number in standard form? 

6.07\times 10^7

60,700,000

100

6^9\times6^-3

6^6

100

Write an equation that will have no solutions. Justify your answer. 

Answers Vary. 

Same coefficient with different constants.

100

What are the three methods for solving a system of equations?

Elimination, Substitution, and Graphing.

100

Does 3 make this equation true? 

2(x+1)=5

no

200

(8.4\times 10^4)\divide (2\times 10^-2)

4.2\times 10^6

200

5^-2/5^-6

5^4

200

5 + 2x = 2x + 6

No Solutions

200

Solve the system of equations:

x=4
                   -3x-y= -24

( 4, 12)

200

Solve for x.

8x − 2 = −9 + 7x

x = -7

300

How many times greater is

6\times 10^6

than 

3\times 10^-3

2\times 10^9

300

Between which two integers is 

\sqrt 23

4 and 5

300

8x + 4(4x − 3) = 4(6x + 4) − 4

Infinite Solutions

300

Solve the system of equations:

8x+14y=4
               -6x-7y = -10

( 4,-2)

300

Solve for n. 

3n − 5 = −8(6 + 5n)

n = -1

400

A TV show had

3.5\times 10^6

viewers for their first episode and

8.5\times 10^7

viewers for their second episode.  How many more viewers did they have for the second episode?

8.15\times 10^7

400

3^5\times (3^2)^4

3^13

400

Find one value for P and one value for Q so that there are infinite values of x that make the equation true. 

2(6x +0.5) = Px + Q

P = 12 , Q = 1

400

A test contains 35 questions worth a total of 100 points. There are 2-point question and 7-point questions. How many 2-point questions are there? 

29 two point questions

400

1/2(6x+8)=10

x=2

500

Olivia reads 220 books per year. Each book weighs 

3.4\times 10^5

What is the total weight, in milligrams, of all the books Olivia reads in one year?

7.48\times10^7

500

What is the sign of this number when a is negative? 

-\frac (a^4) 3

Negative

500

Choose a value for m and n that will make the equation have one solution.

4(2x+1)=mx+n

Answers Vary.

Cannot be m = 8 and n=4

500

You are going on vacation and leaving your dog in a kennel. Kennel A charges $25 per day. Kennel B charges $20 per day and a one-time fee of $30 for grooming. After how many days will both kennels charge the same amount?

6 days

500

Solve.

7(5a − 4) − 1 = 14 − 8a

a =1

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