Terms/Coefficients
Distributive Property
Like Terms
Evaluate
Winter Trivia
100

Identify the coefficient of the first term
7x + 4

7

100

Simplify: 

5(x + 2)

5x + 10

100

Simplify: 

x + x

2x

100

Evaluate:

x = 4, y = 3

x + y

7

100

What sport is played by sliding stones toward a target on ice and sweeping the ice to guide them?

Curling

200

How many terms are in the expression: 

3a + 5 - 2b

3

200

Simplify: 

-3(y - 4)

-3y + 12

200

Simplify: 

3x + 4x - x

6x

200

Evaluate: 

x = 5, y = 2

3x - y

13

200

What do we call a storm with heavy snow and strong winds?

Blizzard

300

Identify the coefficient of y

-y + 2x - 6

-1

300

Simplify: 

2(3x + 5y)

6x + 10y

300

Simplify: 

7a + 3b - 2a + b

5a + 4b

300

Evaluate: 

x = 3

x2 + 2

11

300

What is the name of the icy patterns that form on windows when it’s very cold?

Frost

400

A student writes the expression 6g − 2 to represent earning money where g is the number of games played.


What is the coefficient of g?

6

400

Snow shoveling costs $4 per driveway plus $2 per sidewalk. If a house has d driveways and s sidewalks, write an expression for the total cost:

4d + 2s

400

A student tracks walking distances: 4x steps in the morning, 3x at lunch, and then walks x fewer steps after school. Write and simplify an expression.

4x + 3x - x 

= 6x

400

A snowfall score is calculated using the formula: s = 2x + y

Find s when x = 6 and y = 4

16

400

What country is famous for producing maple syrup during late winter and early spring?

Canada

500

A winter fundraiser earns money using the expression 12h + 50, where h is the number of hot chocolate cups sold.


How many terms? What is the coefficient? 

2 Terms

C = 12

500

A winter club buys 5 boxes of supplies where each box costs (3x + 7) dollars. Write and expand the total cost.

5(3x + 7)

= 15x + 35

500

During winter break, a student reads 6p pages one week, 2p pages another week, and then rereads 3p pages. Write and simplify the total pages read.

6p + 2p + 3p

= 11p

500

A skating rink uses the formula: C = x2 + 3y

Find the cost when x = 4 and y = 5

31

500

Winter usually begins on what date in the Northern Hemisphere?

December 20th

December 21st

December 22nd

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