2-4 Prime Factorization/GCF AB

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2⁴×7

112

2²×29

116

3²×13

117

2²×3

12

GCF of 24 and 36

12

2³×3×5

120

11²

121

2²×31

124

125

2×3²×7

126

2⁷

128

2²×3×11

132

3³×5

135

2³×17

136

2×7

14

GCF of 14, 28 and 56

14

2²×5×7

140

2×71

142

2⁴×3²

144

3×7²

147

2²×37

148

2×3×5²

150

2³×19

152

2⁴

16

2×3²

18

Only even prime number

2

Prime factorization of 8

2 x 2 x 2

Write the prime factorization for 40

2 x 2 x 2 x 5

Prime factorization of 36.

2 x 2 x 3 x 3

Write the prime factorization for 110

2 x 5 x 11

2²×5

20

LCM of 25 and 40

200

27

2²×7

28

40

2x2x2x5 is the prime factorization of __?

56

2x2x2x7 is the prime factorization of __?

60

2x2x3x5 is the prime factorization of __?

42

2x3x7 is the prime factorization of __?

590

2x5x59 is the prime factorization of __?

Prime factorization of 54 in exponential form.

3 ^3 x 2

Write the prime factorization for 93

3 x 31

2×3×5

30

2⁵

32

2²×3²

36

99

3x3x11 is the prime factorization of __?

45

3x3x5 is the prime factorization of __?

105

3x5x7 is the prime factorization of __?

2³×5

40

2²×11

44

3²×5

45

2⁴×3

48

49

GCF of 10 and 55

5

2×5²

50

2²×13

52

2×3³

54

2³×7

56

2²×3×5

60

3²×7

63

2⁶

64

2²×17

68

GCF of 7 and 28

7

Prime factorization of 56

7 x 2 x 2 x 2

2³×3²

72

3×5²

75

2²×19

76

8

GCF of 88 and 64

8

2⁴×5

80

3⁴

81

2²×3×7

84

2³×11

88

9

2×3²×5

90

2²×23

92

2⁵×3

96

2×7²

98

3²×11

99

1 and itself

A Prime Number is a number whose only factors are ?

Factor

A number that goes into another number.

Prime Number

A number that has exactly two factors.

Composite Number

A number, (positive integer), greater than one that is not a prime number is called a ________ ________ .

2 × 5 × 5

Prime factors of 50

2 × 3

Prime factors of 6

2 × 2 × 2

Prime factors of 8

3 × 3

Prime factors of 9

Greatest Common Factor

The largest factor shared by 2 or more numbers

Factors

The numbers you multiply together to get a product.

Prime Factorization

When a number is written as a product of prime factors. Each number has its own prime factorization.

5

Which prime factor of 125 is missing? 5x5x__

2

Which prime factor of 16 is missing? 2x2x2x__

5

Which prime factor of 20 is missing? 2x2x__

3

Which prime factor of 24 is missing? 2x2x2x__

41

Which prime factor of 410 is missing? 2x5x__

2x2x5x5

Write the prime factorization of 100 (no spaces between factors and 'x.')

2x3x5x5

Write the prime factorization of 150 (no spaces between factors and 'x.')

2x5x23

Write the prime factorization of 230 (no spaces between factors and 'x.')

2x5x5x5

Write the prime factorization of 250 (no spaces between factors and 'x.')

2x5x29

Write the prime factorization of 290 (no spaces between factors and 'x.')

2x3x5

Write the prime factorization of 30 (no spaces between factors and 'x.')

2x2x2x2x2

Write the prime factorization of 32 (no spaces between factors and 'x.')

2x17

Write the prime factorization of 34 (no spaces between factors and 'x.')

2x2x3x3

Write the prime factorization of 36 (no spaces between factors and 'x.')

3x13

Write the prime factorization of 39 (no spaces between factors and 'x.')

2x2x2x2x3

Write the prime factorization of 48 (no spaces between factors and 'x.')

3x19

Write the prime factorization of 57 (no spaces between factors and 'x.')

2x3

Write the prime factorization of 6 (no spaces between factors and 'x.')

3x3x7

Write the prime factorization of 63 (no spaces between factors and 'x.')

5x13

Write the prime factorization of 65 (no spaces between factors and 'x.')

2x5x7

Write the prime factorization of 70 (no spaces between factors and 'x.')

3x29

Write the prime factorization of 87 (no spaces between factors and 'x.')

3x3

Write the prime factorization of 9 (no spaces between factors and 'x.')

3x31

Write the prime factorization of 93 (no spaces between factors and 'x.')

8

You want to group dogs for treats so that there are the same number of dogs in each group. If there are 40 dogs, how many groups are possible?

9

You want to have an equal number of ballon bouquets. You have 27 red balloons, 36 yellow balloons, and 18 green balloons. What is the greatest number of balloon bouquets you can make so that all the bouquets are identical?

A number is either prime or _______.

composite

All the factors of 24

1,2,3,4,6,8,12,24

2²×5²

100

2³×13

104

2²×3³

108

How to find the Greatest Common Factor

Find the prime factorization of all numbers. Find the common prime factors from all numbers. Only use numbers that match from all prime factorizations. Multiply the common prime factors to find he GCF.

2 × 5

Prime factors of 10

2 × 2 × 3

Prime factors of 12

2 × 7

Prime factors of 14

3 × 5

Prime factors of 15

2 × 2 × 2 × 2

Prime factors of 16

2 × 3 × 3

Prime factors of 18

2 × 2 × 5

Prime factors of 20

3 × 7

Prime factors of 21

2 × 11

Prime factors of 22

2 × 2 × 2 × 3

Prime factors of 24

5 × 5

Prime factors of 25

2 × 13

Prime factors of 26

3 × 3 × 3

Prime factors of 27

2 × 2 × 7

Prime factors of 28

2 × 3 × 5

Prime factors of 30

2 × 2 × 2 × 2 × 2

Prime factors of 32

3 × 11

Prime factors of 33

2 × 17

Prime factors of 34

5 × 7

Prime factors of 35

2 × 2 × 3 × 3

Prime factors of 36

2 × 19

Prime factors of 38

3 × 13

Prime factors of 39

2 × 2

Prime factors of 4

2 × 2 × 2 × 5

Prime factors of 40

2 × 3 × 7

Prime factors of 42

2 × 2 × 11

Prime factors of 44

3 × 3 × 5

Prime factors of 45

2 × 23

Prime factors of 46

2 × 2 × 2 × 2 × 3

Prime factors of 48

7 × 7

Prime factors of 49


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