One-Step Equations
Two-Step Equations
Algebra Vocabulary
Creating Algebraic Equations or Algebraic Expressions
Word Problems
100

X + 17 = 20

X = 3

100
2X + 1 = 5

X = 2

100

What is the name of the 4 in the following Algebraic Expression? 5G + 4

Constant

100

Mr. Brightman had 12 Timbits, he ate some.

12 - B

100

Over the summer a student read 3 books. They have now read 9 books this year. How many books did they read in school this year?

6 books

200

Y - 12 = 20

Y = 32

200

4R - 3 = 9

R = 3

200

What is the name of the N in the following algebraic equation? 3 +N = 5

Variable

200

Mr. Brightman had $10 in his wallet, he found some change on the ground. He now has $12.

10 + C = 12

200

A student started the year with 20 pencil crayons. They lost some and now only have 12. How many did they lose?

8 pencil crayons

300

5B = 30

B = 6

300

27 - 2 = 5L

L = 5

300

What is the name of the 2 in the following Algebraic expression? 2A


Coefficient

300

Mr.Brightman Had some Candy he split it between himself and his two siblings.

C/3
300

A kid gave each friend a goody bag with 4 small toys on his birthday. He gave away 36 small toys. How many friends were at his birthday. 

9 friends.

400

C/6 = 7

C = 42

400

38 + 4 = 2 + 8C

C=5

400

Is the following an algebraic expression or algebraic equation? 6L

expression

400

Mr. Brightman gave every student in his class 2 pencils.

2S
400

A student ate 2 pieces of pizza for lunch Monday to Friday. On Friday he ate another 3 pieces when he went home. How many pieces did he eat in total?

13 pieces

500

123 - W = 61

W = 62

500

100 - 6G = 35 - 7

G = 12

500

What does an algebraic equation have that an algebraic expression does not?

=

500

Mr.Brightman gave every student in his class 2 pencils. The students lost 41, there are now only 5 pencils left. 

2S - 41 = 5

500
Over spring break, a student did some chores for their family. They worked for 5 days, and each day they earned $23. They spent $65 on a new video game, and spent $9 on Candy. In total, how much money did they earn? 

$41

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