Question

Can you guys help me find the greatest common factor of these monomials

Answer 1

Answer:

You greatest common factor is

$3t^{2}$

Step-by-step explanation:

You need to find a number and letter which goes into both monomials.

$6t^{3}z^{5}$,$3t^{2}$

Split both monomials up, into each integer and letter.

INTERGERS: 6, 3

LETTER t: $t^{3}$,$t^{2}$

LETTER z: $z^{5}$

3 goes into 6 and 3.

$t^{2}$ goes into $t^{3}$ and $t^{2}$.

Nothing goes into $z^{5}$ and 0.

You greatest common factor is

$3t^{2}$

Therefore

$3t^{2} (tz^{5} , 1) = 3t^{3}z^{5} ,3t^{2}$

Answer 2

Answer:

The greatest common factor = 3t²

Step-by-step explanation:

It is given two monomials,

6t³z⁵ and 3t²

To find the greatest common factor

The given monomials are 6t³z⁵ and 3t²

3t² = 3 * t²

6t³z⁵ =2 * 3 * t² * t * z⁵

From above result we get greatest common factor = 3t²

Therefore the correct answer is 3t²