Unit 1(Area)
Unit 2(Ratios)
Unit 3(Unit Rates & %'s)
Unit 4(Fraction Division)
Unit 6 (Expressions & Equations)
100

How do I find the Area of a Rectangle?

Length times Width

100

How do I say this ratio?
3:2

"Three to two"

100

True or False!

50% of 20 is 10

True

100

What are the bottom and top numbers of a fraction called?

Numerator and Denominator

100

3x + 2 = 5

Which is the Variable?

x
200

Find the area of a rectangle with Length of 12cm and width of 10cm!

120 cm squared!

200
Name a ratio that is Equivalent to 5 to 9

10 to 18
50 to 90
....

200

50% of what number is 25?

50

200

What type of number is written on Mr.Elder's board?

A mixed number!

200

3x + 2 = 5

What do you call the 3?

The Coefficient

300

Find the area of a triangle with a Base of 8cm and a height of 5cm!

20 cm Squared

300
Perfect purple paint required 3 red for every 1 blue. How many batches of purple paint can you make with 9 red and 3 blue?

3 batches!

300

Mr. Elder has 8 pets. 2 pets are dogs. What percentage of pets are dogs?

25%
300

Divide: 2/3 divided by 1/2

4/3 or 1 & 1/3

300

What is the definition of Solution (or give an example!)?

The number you replace the variable with to make the equation true!

400

What is the name of the shape with also found the area of? (See Mr Elders Drawing)

Parallelogram!

400

1 Batch of Perfect orange paint requires 2 red for every 5 yellow. How much yellow do you need for 3 batches of perfect orange paint?

15 yellow!

400

A fruit bowl has 3 apple slices, 4 orange slices and 2 watermelon slices.

What % of the bowl are apple slices?

33%  (or 33.3%)

400

Divide 3/5 divided by 5/4

12/25

400

Solve for x! (MUST SHOW WORK)

8x = 56

x = 7

500

What is the area of Mr Elder's Drawing?

15 inches squared!

500

12 cookies require 1 cup of flour and 2 cups of chocolate chips.

How much flour do you need to make 6 cookies?

1/2 cup of flour!

500

A train traveled 32 miles in 1 hour. How many miles will the train travel in 2 and a half hours?

80 miles!

500

Divide: 2 & 3/4 divided by 1 & 1/2

Simplify!

22/12 --> 11/6 --> 1 & 5/6

500

Use the distributive property to rewrite this problem:

3(x - 4)

3x - 12