Conjectures
Solve for the Variable
Positive & Negative Numbers
Probability
Fractions
100

Subtraction problems can be rewritten as...

adding its opposite

100

Solve for the variable:

x + 16 = 12

 x = -4

100

Is the product of this expression positive or negative?

(-3) x (-14) x (-9)

Negative

100

As a percent, what is the probability of landing on heads when flipping a coin?

50%

100

Simplify:

1/2 x 4/5

2/5

200

The result after multiplying two numbers together.

Product

200

Evaluate:

3x - 23 = 76

x = 33

200

 Simplify the expression:

-14 + (-37) + 64

13

200

What are the three different ways that a probability can be represented?

Percent, Decimal, Reduced Fraction

200

Simplify:

2/5 ÷ 3/4

8/15

300

The result after dividing two number.

Quotient 

300

Solve for g:

(-21) + g/3 + 14 = 47

g = 162
300

Simplify the expression:

x + x + 7 + x + (-x) + (-8.5)

2x + (-1.5)

300

Mr. Asaro makes 18 out of 26 free throws while Mr. Walsh makes 14 out of 22. Who has a better free throw percentage and by how much?

Mr. Asaro is the better free throw shooter by 0.05 or 5%

Mr. Asaro - 0.69

Mr. Walsh - 0.64

300

Simplify:

2/4 + 2/5

9/10

400

Unknown values can be represented with a...

Variable

400

Solve for x:

3x + 9 + (-5x) + 7 = 64

x = -24

400

Aaron is $16 in debt.  He borrows $4 more dollars from his sister.  He then earns $10 babysitting and pays off some of his debt.  Create an expression and determine how much money Aaron has.

 -16 + (-4) +10 

-10

400

Jose is going to conduct a probability experiment of tossing a coin and seeing how many times it lands on heads. Using the idea of theoretical probability predict how many times Jose can expect the coin to land on heads if he conducts 10, 50, or 192 trials.  

10 trials

50 trials

192 trials

10 trials - 5 times

50 trials - 25 times

192 trials - 96 times

400

Simplify:

2/4 x 6/8 ÷ 1/2

3/4

500

A pair of two numbers that when multiplied together will always equal 1.

Reciprocal 

500

Determine the values of x:

-3x - 15 < 45

x > -20

500

Simplify the expression:

3n - 4(n - 1/2)

-n + 2

500

Sarah spins a spinner with equal sections labeled A, B, C, and rolls a six-sided die.  What is the total number of outcomes in her experiment?

3 outcomes (Spinner)

6 outcomes (Die)

3 x 6 = 18 total outcomes

500

Simplify:

24 x 1/2 ÷ 3/4 + 1/3

16 1/3

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