Question

What is the greatest common factor of 44c^5, 22c^3, and 11c^4 ?

Answer 1

44c^5=164916224

22c^3=10648

11c^4=14641

Explanation:

Answer 2

The greatest common factor is
`11c^3`.

Explanation:

Given : Expression
`44c^5,\ 22c^3,\ 11c^4`

To find : What is the greatest common factor of expression ?

Solution :

Factoring the numbers,

`44c^5=2*2* 11* c* c* c* c* c`

`22c^3=2* 11* c* c* c`

`11c^4=11* c* c* c* c`

The greatest common factor is

`GCD(44c^5,\ 22c^3,\ 11c^4)=11* c* c* c`

`GCD(44c^5,\ 22c^3,\ 11c^4)=11c^3`

Therefore, the greatest common factor is
`11c^3`.