Operations and Algebra
Substitution & Formulas
Terminology
Solving Equations
Creating Equations
100

Simplify:

12x + 3y - 10x + 2

What is 2x + 3y + 2?

100

Find the value of 5p + 2 if p=4.


What is 22?

100

Define pronumeral.

What is a letter that stands for a number in algebra?


100

Solve by inspection:

x+3=-4

What is -7?

100

Write an expression for: 1 more than x

What is x + 1?

200

Simplify:

5p x 12q

What is 60pq?

200

The formula for Perimeter of a rectangle is P=2w + 2l.

What is the perimeter of a rectangle when w=3 and l=5?


What is 16?

200

Define constant.

What is a term that has no pronumerals or variables?
200

Solve using inverse operations:

x/6=12

What is x=72?

200

Write an expression for: 12 less than r

What is r-12?

300

Simplify:

2p + 12q + 3 - 13p + q - 1

What is -11p + 13q + 2?

300

The Area of a Square is given with the formula A=s2.

Find the Area when s = 7.

What is 49?

300

Define algebraic expression.

What is a collection of algebraic terms?


300

Solve using inverse operations:

2x+4=20

What is x = 8?

300

Write an expression for: a is tripled, then 4 is added.

What is 3a + 4?

400

Simplify:

50p/5p

What is 10p?

400

Consider the rule h = 2m + 1.

Find m if h = 17. Set up an equation and solve it algebraically.

What is m = 8?

400

Define an equation.

What is an algebraic expression with an equals sign?

400

Solve using inverse operations:

x/7 - 2 = 12

What is x = 2?

400

The sum of Jerry’s current age and his age next year is 43 . How old is Jerry?

What is 21 years?

500

Simplify:

3w3/36w

What is w2/12?

500

The formula to convert from Fahrenheit to Celsius is:

F=9C/5 + 32.

If it 12 degrees Celsius, how many degrees Fahrenheit is it?

What is 53.6?

500

Define inverse operation.

What is opposite operations to solve equations (+ & -, x & divide)?

500

Solve using inverse operations:

5x - 5 = 15

What is x = 4?

500

Launz buys a car and a trailer for a combined cost of $40 000 . The trailer costs $2000 .

a) Define a pronumeral for the car’s cost. 

b) Write an equation to describe the problem.

c) Solve the equation algebraically.

What is 38 000?

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