Answer:
The greatest common factor is [tex]11c^3[/tex].
Step-by-step explanation:
Given : Expression [tex]44c^5,\ 22c^3,\ 11c^4[/tex]
To find : What is the greatest common factor of expression ?
Solution :
Factoring the numbers,
[tex]44c^5=2\times2\times 11\times c\times c\times c\times c\times c[/tex]
[tex]22c^3=2\times 11\times c\times c\times c[/tex]
[tex]11c^4=11\times c\times c\times c\times c[/tex]
The greatest common factor is
[tex]GCD(44c^5,\ 22c^3,\ 11c^4)=11\times c\times c\times c[/tex]
[tex]GCD(44c^5,\ 22c^3,\ 11c^4)=11c^3[/tex]
Therefore, the greatest common factor is [tex]11c^3[/tex].
