Division of a monomial by another monomial

Q.

On dividing $\left(24x{y}^2\right)\left(z^2\right)$by $6y{z}^2$, we get:

1. 4xz

2. 4xy

3. 4xz

4. 4xyz

Q.

On dividing 24x$y^2$$z^2$by 6y$z^2$, we get

1. 4xz

2. 4xy

3. 4xz

4. 4xyz

Q. In $\frac{5}{7}x{y}^2{z}^3$. Write the coefficient of $5x{y}^2$

Q.

On dividing $\left(24x{y}^2\right)\left(z^2\right)$by $6y{z}^2$, we get

1. 4xz

2. 4xy

3. 4xz

4. 4xyz