Multiplying and Dividing Rational Numbers
Proportional Relationships & C.O.P.
Unit Rates with Fractions
Two-Step Equations
Markup & Markdown
100

Solve.

(−4)(3/5)

What is -12/5 ?

100

What is the C.O.P?

y=-3/2x

What is -3/2x?

100

A car travels 9/5 miles in 3/10 hours. What is the unit rate?

What is 6 miles per hour?

100

Solve for x.

2/3x+5=x−1

What is x =18?

100

A $120 item is marked up 15%, then discounted 10%.

What is $24.20?

200

Solve.

3/8÷(−9/4)

What is 6?

200

What is the C.O.P?

Table:
x: −2,3,5
y: 4,−6,−10

What is -2?

200

7/8 pounds of almonds cost $5.60. What is the unit rate?

What is $6.40 per pound?

200

Solve for x.

3/4x−5/2=1/2x+3

What is x =22?

200

A $180 item is marked up 30%, then discounted 15%.

What is $198.90?

300

Solve.

(−5/6)(9/10)÷(3/4)

What is -1?

300

What is the C.O.P?

A tank drains 15/4 gallons in 3/2 minutes.

What is 5/2 minutes?

300

A pipe fills 11/6 gallons in 2/3 minutes. What is the unit rate?

What is 11/4?

300

Solve for x.

5/6x+4=2/3x−8

What is x=-72?

300

A store increases a $400 item by 12%, then applies a 25% clearance discount.

What is $336?

400

Solve.

(12/5)÷(3/2)×(−5/6)

What is 4/3?

400

What is the C.O.P?

y=kx (x,y) = (6/5,9)

What is 15/2?

400

A student reads 13/2 pages in 5/4 hours. What is the unit ?

What is 26/5 per hour?

400

Solve for x.

7/5x−3/2=9/10x+11/2

What is x =10?

400

An item is marked up 40% and then discounted 35%, resulting in a price of $182. What was the original price?

What is $200

500

Solve.

[(−7/8)(16/21)]÷(2/3)

What is 1?

500

What is the C.O.P?A cyclist’s distance varies proportionally with time. After 5/3 hours, they travel 40 miles.Find distance after 7/6 hours.

What is 28 miles?

500

A machine produces 17/3 parts in 7/10 hour. What is the unit rate?

What is 170/21 parts per hour?

500

Solve for x.

4/3(x−6)=2/5(x+9)

What is x =18?

500

After a 20% discount and then an additional 10% discount, the price is $144. Original price?

What is $200?