Question

x^2 y^-3 z^3
______________?? simpliy
x^4 y^2 z^4

Answer 1

ok

Answer 2

Remember that when you have to values with the same base, and you divide them, it's equivalent to subtracting the exponents. First, we can break it up like this:
\[\frac{ x^2 y^{-3} z^3 }{ x^4 y^2 z^4 }=\frac{ x^2 }{ x^4 } + \frac{ y^{-3} }{ y^2 } + \frac{ z^3 }{ z^4 }\]

Answer 3

Sorry those plus signs should be multiplication signs between the fractions

Answer 4

But now, you can go piece by piece, remembering that dividing can be done by subtracting the exponents

Answer 5

look at the file

Answer 6

so whats the answer @vinnv226

Answer 7

Go piece by piece. I'll show you how to do the x piece. Since we have the same base we can subtract the exponents:
\[\frac{ x^2 }{ x^4 } = x^{2-4}=x^{-2}\] Now do the same thing with the other pieces

Answer 8

y^-1 z^-1?? @vinnv226

Answer 9

The z piece is right but the y piece isn't. It should be y^(-3 -2)=?

Answer 10

y^-6

Answer 11

@vinnv226??

Answer 12

he is not coming back

Answer 13

well is this correct @smartguy1124

Answer 14

umm

Answer 15

let me check

Answer 16

-3 -2 = -5, not -6

Answer 17

its y^-4

Answer 18

but u were close @broderick365

Answer 19

y^(-3) / y^(2) is going to be y^(-5), not y^(-4)