How could I find each product or quotient for this problem? I got $$\frac{3q}{2r^2}$$ as an answer
The question is
$$\frac{(4r)^2}{q} \times \frac{(3q)^2}{(8r)^4}$$ .
So is my answer correct ?
How could I find each product or quotient for this problem? I got $$\frac{3q}{2r^2}$$ as an answer
The question is
$$\frac{(4r)^2}{q} \times \frac{(3q)^2}{(8r)^4}$$ .
So is my answer correct ?
$$\frac{(4r)^2}{q} \times \frac{(3q)^2}{(8r)^4} = \frac{16r^2}{q} \times \frac{9q^2}{4096r^4}$$
and so this will simplify to $$\frac{9q}{256r^2}$$