Respuesta :
[tex]7x ^{7} (1 + 2x ^{7} )[/tex]
factor out 7x^7 out of 7x^7+14x^14
Answer:
Factor of [tex]7 x^{7}+14 x^{14} \text { is } 7 x^{7}\left(1+2 x^{7}\right)[/tex]
Solution:
From question given that
[tex]7 x^{7}+14 x^{14}[/tex]
We have to find the factors of above equation.
To Factorize the equation, follow the below steps:
Taking 7 as a common term in above equation, we get
[tex]=7\left(x^{7}+2 x^{14}\right)[/tex]
Now on taking [tex]x^7[/tex] as a common term in above equation,
[tex]=7 x^{7}\left(1+2 x^{7}\right)[/tex]
Hence factor of [tex]7 x^{7}+14 x^{14} \text { is } 7 x^{7}\left(1+2 x^{7}\right)[/tex]