Question

hellp me please!!!!

Answer 1

@imqwerty which one, left or right?!?!?!

Answer 2

same question....expand and simplify...

Answer 3

this is the question r8? -
\(\Large \left( \frac{x^{4a}}{y^{2a}} \right)^{3b^2}\)

Answer 4

yes :"))))

Answer 5

wait i forgot the negative sign :')

\(-\Large \left( \frac{x^{4a}}{y^{2a}} \right)^{3b^2}\)

Answer 6

okay the right one is almost correct but you made a tinyy mistake in the 2nd step

where you converted the \(3b^2\) into \(6b\)

why did you do so? =]

Answer 7

i can't?!?!?

Answer 8

i thought i was allowed to multiply powers with powers

Answer 9

and base to power as well.

Answer 10

if it was like this-> \((3b)^2\)

then you could've done this- > \((3)^2 (b)^2= 9b^2\)

but here you have this-> \(3b^2\)
its already in its most simplified form and you can't go any further

you can do all this stuff with dem exponents-

Answer 11

oooooooooooooooooooooooooooooooooo i c now.

Answer 12

so you solution must go like dis-

\(-\Large \left( \frac{x^{4a}}{y^{2a}} \right)^{3b^2}\)

\(-\Large \left( \frac{x^{4a \times 3b^2}}{y^{2a \times 3b^2}} \right)\)

Answer 13

:))

Answer 14

ye i got it... cuz i jus did it on my paper and it's identical...i promise!!!

Answer 15

thanks bby, i apreciate every ounce of your effort... :"))))

Answer 16

do you wan me to draw what i wrote?!?!?!?

Answer 17

:) np bb (;
your handwriting is very similar to mine :o

Answer 18

and well if you want to draw what you wrote then okay :))