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what is the greatest common factor of 89, 113, 73

 Mar 23, 2015

Best Answer 

 #2
avatar+1904 
+5

Factors of $${\mathtt{89}}$$: $${\mathtt{1}}$$ , $${\mathtt{89}}$$

 

Factors of $${\mathtt{113}}$$: $${\mathtt{1}}$$ , $${\mathtt{113}}$$

 

Factors of $${\mathtt{73}}$$: $${\mathtt{1}}$$ , $${\mathtt{73}}$$

 

The number they all have in common is $${\mathtt{1}}$$ which means the greatest common factor of $${\mathtt{89}}$$, $${\mathtt{113}}$$, and $${\mathtt{73}}$$ is $${\mathtt{1}}$$.

 Mar 23, 2015
 #1
avatar+23246 
+5

Since 89, 113, and 73 are all prime numbers, their greatest common factor is 1.

 Mar 23, 2015
 #2
avatar+1904 
+5
Best Answer

Factors of $${\mathtt{89}}$$: $${\mathtt{1}}$$ , $${\mathtt{89}}$$

 

Factors of $${\mathtt{113}}$$: $${\mathtt{1}}$$ , $${\mathtt{113}}$$

 

Factors of $${\mathtt{73}}$$: $${\mathtt{1}}$$ , $${\mathtt{73}}$$

 

The number they all have in common is $${\mathtt{1}}$$ which means the greatest common factor of $${\mathtt{89}}$$, $${\mathtt{113}}$$, and $${\mathtt{73}}$$ is $${\mathtt{1}}$$.

gibsonj338 Mar 23, 2015

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