1. Advance Bench Mark 2!
Created by Educational Technology Network

2. Unit Rates & Similar Figs
Numbers & Operations
Proportions
Everything %
Unit Rates & Similar Figs
Scales & Circles
100
100
100
100
100
200
200
200
200
200
300
300
300
300
300
400
400
400
400
400
500
500
500
500
500

3. Numbers and Operations 100
QUESTION:
Draw the Rational Numbers Venn Diagram with the appropriate parts labeled.
Irrational Number
Whole Numbers
Integers
Natural Numbers
Rational Numbers

4. Numbers and Operations 200
QUESTION:
List all the categories 0 is in.
ANSWER:
Whole, Integer, Rational, Real

5. Numbers and Operations 300
QUESTION: True/False
All negative numbers are integers
ANSWER:
False

6. Numbers and Operations 400
QUESTION:
Monica’s school day is 6 ¾ hours long. She has seven classes that are ¾ hour long. How many hours is Monica not in class while she is at school?
ANSWER:
1 ½ hours

7. Numbers and Operations 500
QUESTION:
Michael hikes at a rate of 2 miles per hour. If he hikes for 6 1/3 hours, how many miles will he hike?
ANSWER:
12 2/3 miles

8. Proportions 100 QUESTION: ANSWER:
It took Jeremy 1 minute and 20 seconds to complete one test problem. How long will it take him to complete 6 problems?
ANSWER:
8 minutes

9. Proportions 200 QUESTION: ANSWER:
Jasmine works as an inspector at the Computer Factory. Over the past year she has noticed that 3 out of 20 computers she inspects are flawed. If Jasmine inspects 80 computers in a day, how many of them can she expect to be flawed?
ANSWER:
12 Computers

10. Proportions 300 QUESTION: ANSWER:
During baseball season last year, Jason made 2 hits for every 5 times that he was at bat. If Jason is at bat 20 times during the first 3 games of this season, about how many hits would you expect him to get?
ANSWER:
8 hits

11. Proportions 400 QUESTION: ANSWER:
The fuel for a chainsaw is a mix of oil and gasoline. The label says to mix 5 ounces of oil with 15 gallons of gasoline. How much oil would you use if you had 45 gallons of gasoline?
ANSWER:
15 ounces

12. Proportions 500 QUESTION: ANSWER:
A van can travel 100 miles on 4 gallons of gas. How many gallons will it need to travel 180 miles?
ANSWER:
7.2 gallons or 7 1/5 gallons

13. Everything % 100 QUESTION: ANSWER: What percent of 126 is 22?
17.5% or /63%

14. Everything % 200 QUESTION: ANSWER:
There were a pair of jeans originally $65. The store was having a 10% sale off all items in the store. How much are the jeans now?
ANSWER:
$ 58.50

15. Everything % 300 QUESTION: ANSWER:
A jewelry supply shop buys silver chains from a manufacturer for c dollars each, and then sells the chains at a 40% markup. Write an expression for the retail price of a silver chain.
ANSWER:
C X 40% = Mark Up
C + Mark Up = New price

16. Everything % 400 QUESTION: ANSWER:
A hat’s price rose from $9.99 to $ What was the percent of change rounded to the nearest percent?
ANSWER:
30%

17. Everything % 500 QUESTION: ANSWER:
In 1986 the average price of a gallon of gasoline was $0.93. In 2007 the average price of a gallon of gasoline was $2.77. Find the percent of change.
ANSWER:
197.8% or 198% ( if rounded)

18. Unit Rates and Similar figs 100
QUESTION:
If you ride your bike 30 kilometers in 2 hours, what is your speed per hour?
ANSWER:
15 km/h

19. Unit Rate and Similar Figs 200
QUESTION:
If you can type 1080 words in 40 minutes, then how many words per minute can you type?
ANSWER:
27 words/min

20. Unit Rate and Similar Figs 300
QUESTION:
A sign post 8 feet tall casts a shadow 6 feet long. A nearby building casts a shadow 51 feet long. How tall is the building?
ANSWER:
68 feet

21. Unit Rate and Similar Figs 400
QUESTION:
There is a window and a wall that are similar in size and shape. The wall measures 15ft by 12 feet. Find the measurement of the height of the window if the length measures 5 ft.
ANSWER:
4 feet

22. Unit Rate and Similar Figs 500
QUESTION:
If you have a pair of similar triangles and one’s base is 19 cm and the height is 38 cm, how tall is the triangle with a base of 8 cm?
ANSWER:
16 cm

23. Scales and Circles 100 QUESTION: ANSWER:
A patio has measurements of 21 cm by 12 cm. Using a scale of 2cm : 1 ft, what is the perimeter of the actual patio in feet?
ANSWER:
33 feet

24. Scales and Circles 200 QUESTION: ANSWER:
How would you write the equation for a circle with a circumference of 24 cm when solving for the diameter?
ANSWER:
D= 24/3.14(Pi)

25. Scales and Circles 300 QUESTION: ANSWER:
The distances between two cities is 325 miles. If the scale on a map reads 1 in : 50 miles, what is the distance between the two cities on the map?
ANSWER:
6.5 inches or 6 ½ inches

26. Scales and Circles 400 QUESTION: ANSWER:
Write the equation to solve for the radius of a circle with a circumference of 36.5 cm.
ANSWER:
R = 36.5/3.14(2)

27. Scales and Circles 500 QUESTION: ANSWER:
On a map, the distance between Greenville and Fairview is
7 ¼ inches. If the map uses a scale of ½ inch : 40 miles, what is the actual distance between the cities?
ANSWER:
580 miles