GCF / LCM
Distributive Property
Combine Like Terms
Equations
Inequalities
100
Find the GCF for these numbers: 12 , 30
6
100
Rewrite this expression by using distributive property: 5 ( y + 6 )
5y + 30
100
Reduce by combining like terms: 3a + 7a + 4
10a + 4
100
Solve for the variable: x + 10 = 16
x = 6
100
Write an inequality for this situation: Matt has at least 4 soccer balls in his garage.
b is greater than or equal to 4 (b represents the number of soccer balls Matt has in his garage)
200
Find the GCF for these numbers: 8 , 16 , 40
GCF = 8
200
Rewrite this expression by using distributive property: 8 ( 1 + a + 2 )
8 + 8a + 16
200
Reduce by combining like terms: 6 + 3y + 2 + y
4y + 8
200
Solve for the variable: h - 16 = 10
h = 26
200
Provide a possible solution for the variable in this inequality: x < -5
Answers will vary, any number lower than -5 is correct
300
What is the LCM for these numbers: 4 , 6
12
300
Rewrite this expression by using distributive property: 24 + 6
6 ( 4 + 1 )
300
Reduce by combining like terms: 3a + 2 + a + 5b + 7 + 6
4a + 5b + 15
300
Solve for the variable: 40y = 180
y = 4.5
300
The temperature is higher than -6 degrees
t > -6
400
What is the LCM for these numbers: 8 , 20
40
400
Rewrite this expression by using distributive property: 20a + 10a
10a ( 2 + 1 )
400
Reduce by combining like terms: y ( 4 + y )
4y + y2 (y squared)
400
Solve for the variable: e / 6 = 3
e = 18
400
Write an inequality for this situation: The golf player's score was no more than 7
s is less than or equal to 7 ( s represents the golf score)
500
Find LCM and GCF for these numbers: 6 , 8
GCF = 2 , LCM = 24
500
Rewrite this expression by using distributive property: 4 + 8e + 28
4 ( 1 + 2e + 7 )
500
Reduce by combining like terms: 3 ( a + 4 + 3a + 1 )
12a + 15
500
Solve for the variable: w - 21 - 13 = 17
w = 51
500
You'll need a minimum of $8 to purchase a movie ticket
t is greater than or equal to 8 (t represents the price of the ticket)
Continue
ESC
Reveal Correct Response
Spacebar
M
e
n
u
Team 1
0
+
-
PSSA Review
No teams
1 team
2 teams
3 teams
4 teams
5 teams
6 teams
7 teams
8 teams
9 teams
10 teams
Custom
Press
F11
Select menu option
View > Enter Fullscreen
for full-screen mode
Edit
•
Print
•
Download
•
Embed
•
Share
JeopardyLabs