Divisibility
Simplify
Evaluate
Prima Factorization and GCD
Vocabulary
100

Is it divisible by 0,2,3,5,9, 10?

14

2

100

      (-5)^4

625

100

Evaluate for x=11

x^2

121

100

Prime or composite, if composite write the prime factorization.

20

Composite 

2^2*5

100

The integer with the exponent (big number)

base

200

Is it divisible by 0,2,3,5,9, 10?

127

none

200

3(10-7)^2

27

200

Evaluate for m = 3

7m^3

189

200

Prime or composite, if composite write the prime factorization.

13

prime

200

Integer with two or more positive factors

composite number

300

List all the positive factors of

46

1,2,23,46

300

28 + (1+5)^2 * 4

172

300

Evaluate if a = -4


(2a +1) ^4

2,401

300

Find the GCD

16 and 60

4

300

Simplest form

Both the numerator and denominator have no factors in common other than one.

400

List all of the positive factors of 

92

1,2,4,23,46,92

400

-5^4

-625

400

Evaluate if b = -3

b^3

-27

400

Find the GCD

8a^2b 

14ab^2

2ab

400

Factor

Divides into another number with a remainder of zero

500

Is it divisible by 0,2,3,5,9, 10?

252

2,3,9

500

(9x^2)/(27x)

x/3

500

Write in simplest form

16/52

4/13

500

Find the GCD

3cd^4

12c^3d

6c^2d^2

3cd

500

Exponent

Used to show repeated multiplication (small number)