Simplify/Evaluate
Probability, Percent, Proportion
Equations
Expressions/Problem Solving
Inequalities
100
1 + -1 +5
5
100
There are 4 special ed staff in the high school. Ms. J, Ms. Moeller, Ms. Yuen, and Ms. Madison. What is the probability of choosing a female at random from all the HS special ed staff?
1 or 4/4
100
Solve for x 5x=-15
-3
100
write the expression for the product of 2 and x
2x
100
2x > 2
x > 1
200
2x² + 5x²y³ - 4x² + 2x
-2x² + 5x²y³ + 2x
200
3 is what percent of 12?
25%
200
Solve for y 28=y+15
13
200
5 times the quantity 4 plus p
5 (4+p)
200
2 < 3x+8
-2 < x or x > -2
300
Evaluate a+b when a=4 and b=-2
2
300
What is 30 percent of 50?
15
300
Solve for x 2x-7 = 13
10
300
Rusty walked 5 miles north toward Michael's house. Then, he realized he forgot his hat and walked 2 miles back south toward his own house. From his house, how many miles did Rusty travel north?
3
300
-9x ≥ 81
x ≤ -9
400
Evaluate -3ab+2 when a=-1 and b=5
17
400
There are 3 yellow jellybeans, 4 red jellybeans, and 3 green jellybeans. What is the probability of choosing a red then a yellow with replacing?
12/100 or 3/25
400
Solve for x 4(-2+x)=4
3
400
Dakota has 3 pumpkins. He bought a magical doubling machine and put all his pumpkins inside. After pressing the button to double them, how many pumpkins did Dakota have?
6
400
-10 + x > 15
x > 25
500
Find degrees Celsius when Fahrenheit equals 54 degrees. C=(5/9)(F-32)
12.222 degrees Celsius
500
There are 6 boys and 2 girls in algebra. What is the probability of sending 1 girl to the hall then the other girl, without replacing?
2/56 or 1/28
500
Solve for y 6y+2 = 10y-6
2
500
Dakota's teacher said she'd double Dakota's grade if he sold $90 worth of candy, but she'd have to take off 30% for sleeping in class. If Dakota had a 56% in the class originally, and he sold all the candy, what is his new grades given the aforementioned conditions?
What is 82%
500
15 ≤ x÷-2
-30 ≥ x or x ≤ -30
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