Answer:
GCF = \(x^{5}\).
Step-by-step explanation:
Given : 19 \(x^{7}\) , 3\(x^{5}\) .
To find : What is the greatest common factor
Solution : We have given that 19 \(x^{7}\) , 3\(x^{5}\) .
The greatest common factor is the product of the highest common factors in each number.
We can write \(x^{7}\) as \(x^{5}\) * \(x^{2}\)
Factor of 19\(x^{7}\) = 1 , 19 , \(x^{5}\) , \(x^{2}\) .
Factor of 3\(x^{5}\) .= 1 , 3, \(x^{5}\).
So, GCF = 1 , \(x^{5}\).
Therefore, GCF = \(x^{5}\).
