DEFINITIONS
COMBINE LIKE TERMS
DISTRIBUTIVE
FACTOR
UH OH NEGATIVE SIGN
100

WHICH ARE THE VARIABLES?

12X    7Y    -9Z       13    R

VARIABLES ARE THE LETTERS.


X   Y  Z  R

100

SIMPLIFY

3X + 2X

5X

100

-2(2X + 5)

-4X - 10

100

24 - 16X

8(3 - 2X)

100

-9(6M - 3) + 6( 1 + 4M)

-54M + 27 + 6 + 24M  = -30M +33

200

WHICH ARE THE COEFFICIENTS?

-7X   -9Y     10Z   -10    20

COEFFICIENTS ARE THE NUMBERS BEFORE THE LETTERS.

-7    -9   10

200

Y + Y - 10X

2Y - 10X

200

7(X - 3)

7X - 21

200

-8X + 24

8(-X + 3)

200

10 - 3(15N - 9)

10 - 45N + 27 = -45N + 37

300

WHICH ARE THE CONSTANTS?

-10   -11X    X

-10 IS THE CONSTANT.

A CONSTANT IS A NUMBER BY ITSELF.

300

-X + X - 5 + 5

0

300

13(4 - 2X) 

52 - 26X

300

15X + 35

5(3X + 7)

300

-2N - 3(3 - 10N)

-2N - 9 + 30N = 28N - 9

400

WHICH ARE THE LIKE TERMS?

-12XY    10X   13Y   5    24XY

LIKE TERMS ARE HAVE IDENTICAL VARIABLES.


-12XY    24XY

400

5X2 - 7X2 + 4X2

2X2

400

-2(3X - 5)

-6X + 10

400

-4X - 16

-4(X + 4)

OR

4( -X - 4)

400

12R - 8 - 12

12R - 20

500

WHAT IS THE MEANING OF THE DISTRIBUTIVE PROPERTY IN MATH?

THE DISTRIBUTIVE PROPERTY MEANS YOU SHARE BY MULTIPLYING THE OUTSIDE NUMBER TO EVERYTHING ON THE INSIDE.

500

1/2X + 2/3X

7/6X

500

4N + 3(6 + 4N) 

4N + 18 + 12N

16N + 18

500

12XY - 10X2Y

2X(6Y - 5XY)

500

12A3B - 15AB3 - 9AB

3AB(4A2 - 5B2 - 3)

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