Equations
Expressions
Percentages
Probability/Data
FDP
100

Solve for the variable: g + 27 = 11

-16

100

Write an algebraic expression to represent the following situation: 4 less than the variable y

y - 4

100

Ally answered 9 out of 10 questions correct on her test. What percent of questions did she answer correctly?

90%

100

Write the probability of a coin landing tails up as a fraction and as a percent.

1/2 and 50%

100

Write 30% as a fraction and as a decimal

30/100 and 0.3

200

Solve for the variable: 2.5x = 99

39.6

200
Evaluate abc when a = 8, b = 7, and c = 1.5

84

200

A laptop was on sale from $200 to $150. What percent of the original cost was the laptop marked down?

25%

200

When rolling a 6-sided die and flipping a coin, what is the probability of rolling a 4 and landing heads up?

1/12

200

Write 7/100 as a decimal and as a percent

0.07 and 7%

300

5p + 9 - 7p = 73

-32

300

Evaluate 4x2 + 3y when x = 8 and y = -12

220

300

Michael practiced shooting free throws on evening. He was able to make 19 out of 26 baskets. What percent of free throws did he make? (Round to nearest whole percent)

73%

300

Find the mean of the following data:

7, 10, 4, 4, 0, 9, 15

7

300

Write 3/8 as a decimal and as a percent

0.375 and 37.5%

400

Solve for the variable: 3x + 15 = 4x + 12

3

400

a - bc2 when a = -2, b = 2, and c = -1

-4

400

A jacket is on sale for 20% off the original price. After the discount, the price is $60.

What was the original price of the jacket before the discount?

$75

400

For a certain game at a carnival, the probability of winning is 1/5. If 92 people play the game, about how many people will win? (round to the nearest whole person).

18.4, so 18 winners

400

Write 0.88888... as a fraction and a percent

8/9 and 88.8888%

500

Solve for the variable:  9 + 8p - 24 = 15 - 7

2

500

trs - t2 when r = 3, s = 2, and t = -1

-7

500

Sales tax in a certain town is 7%. How much would tax be on a $87.42 purchase? (Round to the nearest cent)

6.1194 = $6.12 in tax

500

Find the median of the data set:

7, 3, 9, 13, 2, 6, 8, 1

7.5

500

Write 0.212121... as a fraction and as a percent

21/99 (or 7/33) and 21.2121%

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