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Vocabulary
Vocabulary Continued
"Math" Equations
Equations From Word Problems
Solving
100
If you find the "sum" of two numbers what did you do with them?
Added
100
Total
Add
100
The total of r and 4 is 20.
r + 4=20
100
Ms. Castillo has m number of markers. Mr. Martinez has 25 markers. Together they have 45.
m + 25=45
100

The sum of a number d and 20 is 35.

d + 20 = 35
d= 35 -20
d=15

200
If you find the "product" of two numbers what did you do with them?
Multiplied
200
Split evenly
Divided by
200
A number f squared is 25
f^2=25
200
Your friend has p number of pencils. You have 5 times the number pencils your friend has which is 50.
5p=50
200

The difference between 26 and a number c is 2.

26 - c = 2

c= 26 +2
c=24

300
If you find the "difference" between two numbers what did you do?
Subtracted
300
Fewer than
Subtract
300

6 times a number m is 45

6m=45
300

5 friends share the cost c of dinner equally. Each person pays $12.

c/5=12
300

A number x divided by 2 is 14.

x: 2 = 14
x= 14 *2
x=28

400
If you find the "quotient" of two numbers, what did you do with them?
Divided
400
Twice
Multiplied by 2
400
18 is 10 increased by b.
18= 10 + b
400
You have 3/4 the amount of money m that your friend has. You have $20.
3/4m=20 or .75m=20
400

On a triangle all sides have the same length x. If the perimeter of a triangle is 15cm, write and solve an equation to figure out the length of each side.

3x = 15
x= 15 : 3

x= 5

500
If you cubed a number, what did you do to it?
Multiplied it by itself 3 times
500
Half
Divide by 2 or multiply by 1/2 (.5)
500

y fewer than 100 is 15.

100-y=15
500
It cost $3 to bowl a game and $2 for a shoe rental. You bowl g number games and your total for the night was $14.
3g+2=14
500

A taxi ride costs $3 per km. If you paid a total of $45, how far did you travel?

3x= 45

x= 45: 3

x= 15 km