SOLUTION: The expression a^-2 b^3
divided by
1^4 b^-2 is equivalent to
I know since the terms are not equal you cant divide them but i wasnt sure if this
Algebra ->
Equations
-> SOLUTION: The expression a^-2 b^3
divided by
1^4 b^-2 is equivalent to
I know since the terms are not equal you cant divide them but i wasnt sure if this
Log On
Question 309792: The expression a^-2 b^3
divided by
1^4 b^-2 is equivalent to
I know since the terms are not equal you cant divide them but i wasnt sure if this was a problem where you would do factoring Found 2 solutions by stanbon, Alan3354:Answer by stanbon(75887) (Show Source):
You can put this solution on YOUR website! The expression a^-2 b^3
divided by
1^4 b^-2 is equivalent to
------------------------
(a^(-2)*b^(3))/[1^(4)*b^(-2)]
---
= (b^3/a^(2))/(1*b^2)
---
= (b^(5))/(a^2)
================
Cheers,
Stan H.
================
You can put this solution on YOUR website! a^-2 b^3
divided by
1^4 b^-2 is equivalent to
-------------
1^4 has no effect
Multiply NUM and DEN by a^2
=
Multiply NUM and DEN by b^2
=
(