Decimals, Fractions, & Percents (Oh my!)
Measure that Space (Volume, Area, & Perimeter)
PEMDAS Party
Extend Your Knowledge
(Written response questions)
Careful Conversions (Metric and U.S. Customary)
100

Write the fraction in simplest form, in decimal, and percent.

6/8

3/4

75%

.75

100

Nema has 60' of edging to lay around his rhombus-shaped garden.  If a side of the garden equals 48 inches, how much edging would be left over?  Could he edge a second garden that is the same size and shape?

44' - Yes he could easily edge another bed!

100

Evaluate without a calculator.

25 - [2 x (18 / 6) + 1]

18

100

Volume Handout

Part A:  A - exact, B - small, C - exact, D - large

Part B:  answer varies

  (ex.  5 in x 2 in x 6 in)

100

Alexa bought 4 yards of ribbon to make bracelets for her friends.  Each bracelet uses 10 inches of ribbon.  If Alexa made 14 bracelets, how much ribbon did she have left?

4 inches were left

200

24% + .54 = 

Write your answer as a decimal, a fraction and a percent

78%

.78

39/50

200

NO CALCULATORS

What is the area of a scalene triangle with a base of 6.5 inches and a height of 3.24 inches?

10.53 square inches

200

Write an equation for the story.

Mario ordered new t-shirts for the tennis team.  He bought 6 medium shirts and 2 large shirts.  The cost of a medium is $7.00.  The cost of a large is $9.00.  Mario received a $4.00 discount, and the team divided the cost of the shirts equally among the 8 team members.

[(6 x 7) + (2 x 9) - 4] / 8

200

Graphing Handout

Part A:  Plot the points 

Part B:  Aimee has her directions backwards.  The points are 9 blocks apart vertically and 4 blocks apart horizontally

Part C:  See Teacher board

Part D:  trapezoid - has one set of parallel lines

200

Which measure is equal to 6.5 pints?

A - 12.5 cups

B - .75 gallons

C - 13.5 cups

D - 3.25 quarts

3.25 quarts

300

What is the LCM of 12 and 9?

36

300

A rectangular prism with a SQUARE base has a total volume of 980 cubic inches.  If the height of the prism is 5 inches, what are the dimensions of the base?

14 inches long and 14 inches deep

300

Which numerical expression is equal to 

5 + 4 x {[(8 - 2) / 2 + 1] x 2 - 1}

(2 + 3 x 3) + (3 + 3 x 3)

4 + 2 3 x 5 + 3 x 2 + 3 x 2

(3 + 4 x 2 + 3 x 3 x 2) - 7

(3 x 4) + 2 x 3 - (3 x 3)

300

Area with Mixed Numbers

Part A:  Plan A has 5 acres, and Plan B has 4 1/16 acres

Part B:  They would want Plan A because it allows more space for sports.

300

Sophia's rectangle is 117 inches wide and 21 feet high.  What is the area in square yards?

22.75 square yards

400

What is the GCF of 24 and 64?

8

400

A triangle has interior angles of 54 degrees and 16 degrees.  Is this triangle Isosceles?

No.  The third angle would have to be 110 degrees, and Isosceles triangles have two congruent angles.

400

Pattern A:  4, 8, 12, 16, 20, ...

Pattern B:  9, 18, 27, 36, 45, ...

True or False

The difference between any term in Pattern B and the corresponding term in Pattern A is always a multiple of 5.

Pattern A:  40

Pattern B:  90

400

Rounding Decimals

Part A:  All of the plants round to the same whole number (1 foot) except for plant 4 (2 feet)

Part B:  Rounding to the tenth or hundredth would show the difference in height more clearly.

400

Nate has 3 bottles of soda.  If each bottle contains 2 liters of liquid, how much soda does he have in centiliters?

300 cL

500

Solve for B.

7 (B + 4) - 3 = 12B

B = 5

500

A rectangular prism has the following dimensions:

2 cm wide, 4 cm high, and 8 cm deep


What is the SURFACE AREA of the prism?

112 square centimeters

500

Daily Double!!!

See Teacher handout...

Part A:  T = 3L  or  L = T/3

Part B:  3 x 20 = 60 ounces

500

Dividing with Fractions

Part A:  12 eighth grade students

Part B:  Each student would work 1.5 hours

Part C:  3/4 x 2/3  His friend will help him more than half the time, but he won't be there the WHOLE time Todd is working.

Part D:  1/2 hour

500

Graham and the Trail Mix question

Part A:  5.125 pounds

Part B:  87.4 ounces

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