Find the GCF of:
greatestcommonfactorandleastcommonmultiple
List the factors for 1
1
Find constant GCF
GCF(1) = 1
Evaluate g
g is in each of the 1 monomials
Use the lowest exponent for g ()
g
Evaluate r
r is in each of the 1 monomials
Use the lowest exponent for r ()
r
Evaluate e
e is in each of the 1 monomials
Use the lowest exponent for e ()
e
Evaluate a
a is in each of the 1 monomials
Use the lowest exponent for a ()
a
Evaluate t
t is in each of the 1 monomials
Use the lowest exponent for t ()
t
Evaluate s
s is in each of the 1 monomials
Use the lowest exponent for s ()
s
Evaluate c
c is in each of the 1 monomials
Use the lowest exponent for c ()
c
Evaluate o
o is in each of the 1 monomials
Use the lowest exponent for o ()
o
Evaluate m
m is in each of the 1 monomials
Use the lowest exponent for m ()
m
Evaluate n
n is in each of the 1 monomials
Use the lowest exponent for n ()
n
Evaluate f
f is in each of the 1 monomials
Use the lowest exponent for f ()
f
Evaluate d
d is in each of the 1 monomials
Use the lowest exponent for d ()
d
Evaluate l
l is in each of the 1 monomials
Use the lowest exponent for l ()
l
Evaluate u
u is in each of the 1 monomials
Use the lowest exponent for u ()
u
Evaluate i
i is in each of the 1 monomials
Use the lowest exponent for i ()
i
Evaluate p
p is in each of the 1 monomials
Use the lowest exponent for p ()
p
Build our final GCF:
What is the Answer?
How does the Greatest Common Factors of Monomials Calculator work?
This calculator has 1 input.
What 2 formulas are used for the Greatest Common Factors of Monomials Calculator?
Once you have the GCF, divide each term by the GCF and use the modified term
What 3 concepts are covered in the Greatest Common Factors of Monomials Calculator?
- greatest common factors of monomials
- Find the prime factorization of each monomial, including all the variables. Then take the product of all common factors.
- monomial
- a polynomial which has only one term. Constants and variables are monomials as well as one term polynomials
- power
- how many times to use the number in a multiplication
