6th Grade Math Jeopardy

Like Terms

100

54x -28 - 32x +5

22x - 23

200

-12x +11 -4x +5

-16x +16

300

2( x - 4) 

2x - 8

400

3 (-4x +6) -8x

-20x + 18

500

(8x - 7) + (9x+4) -15x

2x -3

Geometry

100

Find the Area of the Parallelogram

Base: 9 in

Width: 6.5 in

Height: 6 in

A= 54 in²

200

A triangle has a base of 4in and a height of 8in. What is the area?

16 in²

300

The length of a square is 9cm. What is the area?

81 cm²

400

A cube has the following dimensions. 

L= 6in, W=4in, H=7in

What is the volume?

168 in³

500

A rectangle has a base of 12ft and a height of 8ft, what is the total area? 

96 ft²

Integers

100

When you add two negative numbers the answer can be negative or positive?  True/False

False

200

Variables can be multiplied or divided with constants or other variables. True or False? 

True

300

This side of the number line show a decrease in value as the number increases. 

Left or Negative

400

The distance a number is from zero is also known as its. 

Absolute Value

500

This is the number that appears in front of a variable and it can be either negative or positive. 

coefficient

Order of Operations

100

3 + 4 / 2

5

200

56 / (7 + 1)

7

300

88 / (24-13) x 12

96

400

Place brackets to make true 12 x 4 + 2 - 12 = 60

12 x (4 + 2) - 12 = 60

500

17 - 8 x 2 + 6 x 11 - 5 = 37

17 - 8 x 2 + 6 x (11 - 5) = 37

Word Problems

100

The Math book has 1533 pages is the first part and 1488 pages in the answer section. How many pages does it have?

It has 3021 pages in total.

200

Chris is buying some generators. The generators cost $12,000 each and she needs 11 of them. How much will it cost her?

It will cost her $13,200.

300

If Anthony is trying to organize her class of 20 students into rows for the class photo and each row is to have equal number of students. What possible arrangements can he have?

She can have 10 rows of 2, 4 rows of 5 students, 5 rows of 4 students, or one row of 20 students.

400

There are 294 students waiting to buy lunch from Leineschloss and there are 3 lines. Could each line have an equal number of students?

Yes, 3 rows of 98 students

500

Could 142 students be broken into volleyball teams with no one left out if each team needs 6 players?

no