Integers
Combining Like Terms
Algebra tiles
Proportional
Miscellaneous
100
-3 - 5
-8
100
4x + 2 + 2x + x2 + 6
x2 + 6x + 8
100
Find the area of the set of tiles. Be sure to simplify the expressions.
4x + 4
100
Does this table represent a proportional relationship? Why?
Yes because it has a constant multiplier (4)
or
Yes because if you double the frame number, it doubles the perimeter.
100
Find the area of this triangle.
Hint: Area= 1/2(base x height)
6 units2
200
DAILY DOUBLE
-6 - (-9)
3
200
10x + 4 − 3 + 8x + 2
18x + 3
200
Find the perimeter of the set of tiles. Be sure to simplify the expressions. 
4x + 4
200
DAILY DOUBLE
Does this table represent a proportional relationship? Why?
No, because there is no constant multiplier (it is x8 then x6 then x5)
or
No, because when you double the time, the cost does not double.
200
Name the property that is shown in this:
2x-3+5x
2x+5x-3
Commutative Property
300
-6(4)
-24
300
4 + x2 + 3x + 2x2 + 4
3x2 + 3x + 8
300
Find area of the set of tiles. Be sure to simplify your expression.
4x2 + 5x + 27
300
Does this graph represent a proportional relationship? Why?
No, it does not go through the origin (0,0)
300
DAILY DOUBLE
Find the area of this shape.
42 cm2
400
-135(-9)
15
400
x + 4 + (x − 1) + 3 + 2x
4x + 6
400
Write an expression for this set of tiles. Don't forget to simplify.
-x - 1
400
Does this graph represent a proportional relationship? Why?
Yes because it is linear (straight) and goes through the origin (0,0).
400
As Josiah and Lamond were traveling to their next cross country meet, they followed their progress along on a map. The map showed a scale of one inch equaling 40 miles. Their route’s total length on the map is 2 1/2 inches long. How far will they be traveling to the meet? Show all work and justify your answer.
100 miles
500
11.5-120
-108.5
500
3x2 + 5 + x - x2 + 3x
2x2 + 4x + 5
500
Find the perimeter of the set of tiles. Be sure to simplify the expressions.
4x + 6
500
Mikey loves apples. Every Saturday morning, he walks to the market and buys a lot. Last week, he bought two pounds and paid $6.40, and this week he bought only 1/2 pound and paid $1.60.
Is the relationship between the pounds of apples and the cost a proportional relationship? How do you know? Explain.
Yes, because both prices make the same unit rate (it costs $3.20/pound). Also, if you muiltiply the pounds by 4, the cost also multiplies by 4.
500
State the scale factor of these similar figures. Then find the value of x.
Scale factor = 3/5
x = 25