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GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

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Page 1: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

GCF & LCM -

Monomials

Monomials include VARIABLES!!

For example: 36xy2

Page 2: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

GCFUse division and the T chart to find the BIGGEST number they have in common.

Use the SMALLEST exponent numbers for the variables they have in common

LCMUse multiplication and the T chart to find the SMALLEST number they have in common.

Use the BIGGEST exponent numbers for the variables

Page 3: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

GCF – greatest common factor

1st - Find the GCF of the numbers2nd - use the smallest exponent of all SHARED variables

Page 4: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

GCF – greatest common factor

1st - Find the GCF of the numbers2nd - use the smallest exponent of all SHARED variables

 

Page 5: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

GCF – greatest common factor

1st - Find the GCF of the numbers2nd - use the smallest exponent of all SHARED variables

 

GCF = 3___

Page 6: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

GCF – greatest common factor

1st - Find the GCF of the numbers2nd - use the smallest exponent of all SHARED variables

 

GCF= 3x_y_

Page 7: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

GCF – greatest common factor

1st - Find the GCF of the numbers2nd - use the smallest exponent of all SHARED variables

 

GCF=3x2y2

Page 8: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

GCF – greatest common factor

1st - Find the GCF of the numbers2nd - use the smallest exponent of all SHARED variables

 

Page 9: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

GCF – greatest common factor

1st - Find the GCF of the numbers2nd - use the smallest exponent of all SHARED variables

 

GCF=5_____

Page 10: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

GCF – greatest common factor

1st - Find the GCF of the numbers2nd - use the smallest exponent of all SHARED variables

 

GCF=5a_b_

Page 11: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

GCF – greatest common factor

1st - Find the GCF of the numbers2nd - use the smallest exponent of all SHARED variables

 

GCF=5a1b3

OR GCF=5ab3

Page 12: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

LCM – least common multiple

1st - Find the LCM of the numbers2nd - use the largest exponents of all variables

Page 13: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

LCM – least common multiple

1st - Find the LCM of the numbers2nd - use the largest exponents of all variables

 

Page 14: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

LCM – least common multiple

1st - Find the LCM of the numbers 2nd - use the largest exponents of all variables

 

The LCM of 3 and 4 is 12

LCM= 12____

Page 15: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

LCM – least common multiple

1st - Find the LCM of the numbers 2nd - use the largest exponents of all variables

 

The LCM of 3 and 4 is 12

LCM= 12x5___

Page 16: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

LCM – least common multiple

1st - Find the LCM of the numbers2nd - use the largest exponents of all variables

 

The LCM of 3 and 4 is 12

LCM= 12x5y4

Page 17: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

LCM – least common multiple

1st - Find the LCM of the numbers2nd - use the largest exponents of all variables

 

Page 18: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

LCM – least common multiple

1st - Find the LCM of the numbers 2nd - use the largest exponents of all variables

 

The LCM of 18 and 10 is 90

LCM= 90______

Page 19: GCF & LCM - Monomials Monomials include VARIABLES!! For example: 36xy 2

LCM – least common multiple

1st - Find the LCM of the numbers2nd - use the largest exponents of all variables

 

The LCM of 18 and 10 is 90

LCM= 90x3y1z3

OR LCM= 90x3yz3