Key Definitions
Collecting Like Terms (+, -)
Multiplying and Dividing Terms
Write an algebraic expression:
Substitution
100

What is a pronumeral?

Then give an example.

-> A letter used to represent a number. E.g. a, x, y.

100

Simplify:

4x+2x

=6x

100

Simplify:

2a\times4b

=8ab

100

The sum of 6 and g.

6+g

100

If a = 3, evaluate:

5+a+a

=11

200

What is the coefficient of "b" in the following expression?

2a-3b+4c

The coefficient of "b" is:

-> -3

200

Simplify:

8n-7n

=1n

200

Simplify:

2pxx5mxxp

=10mp^2

200

3 less than m

=m-3

200

If b = 4, evaluate

2b-b

=4

300

What are like terms?

Give an example of a like term to "5a".

-> Terms that contain the exact same letter/s.

-> E.g.

300

Simplify:

5b+b+b-b

=6b

300

Simplify:

(8ab)/(2ac)

=(4b)/c

300

The product of 4m and 3m and m.

(BONUS if you can simplify after!)

4mxx3mxxm = 12m^3

300

If m = 3 and k = 4, evaluate:

5m-mk

5xx(3)-(3)xx(4)=3

400

What is a constant term and which one is it in the following expression?

6 + 3a -4b

-> A constant term is a number without a letter.

-> E.g. 6

400

Simplify:

3m^2-5m^2

=-2m^2

400

Simplify:

(12xxfxxf)\div(6xxfxxg)

=(2f)/g

400

The quotient of 2m and 6mn.

(BONUS if you can simplify after!)

(2m)/(6mn)=1/(3n)

400

Write in expanded form, then substitute x = 3 and y = 2.

3x^2y

2timesxtimesxtimesy = 2times3times3times2

=36

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