Asked by Camz
Simplify:
3xy + 6x^2 4xy - 2y^2
___________ ____________
* then
2y 9x^2 y^2
/ (divide by) 4x^2 - y^2
Thank you so much!! :)))
3xy + 6x^2 4xy - 2y^2
___________ ____________
* then
2y 9x^2 y^2
/ (divide by) 4x^2 - y^2
Thank you so much!! :)))
Answers
Answered by
Camz
let me rewrite it again
3xy + 6x^2 4xy - 2y^2
___________ ___________
*
2y 9x^2 y^2
then
divide it by (4x^2 - y^2)
3xy + 6x^2 4xy - 2y^2
___________ ___________
*
2y 9x^2 y^2
then
divide it by (4x^2 - y^2)
Answered by
Camz
the first fraction
3xy + 6x^2
___________
2y
then multiply to other fraction
4xy - 2y^2
___________
9x^2 y^2
divide by (4x^2 - y^2)
sorry for the errors and please answer me.
3xy + 6x^2
___________
2y
then multiply to other fraction
4xy - 2y^2
___________
9x^2 y^2
divide by (4x^2 - y^2)
sorry for the errors and please answer me.
Answered by
Reiny
write it like this:
(3xy + 6x^2)/(2y) * (4xy - 2y^2)/(9x^2 y^2) * 1/((4x^2 - y^2)
factor it ...
= 3x(y + 2x)/(2y) * 2y(2x - y)/(3xy)^2 * 1/((2x-y)(2x+y))
= 1/(3x y^2)
(3xy + 6x^2)/(2y) * (4xy - 2y^2)/(9x^2 y^2) * 1/((4x^2 - y^2)
factor it ...
= 3x(y + 2x)/(2y) * 2y(2x - y)/(3xy)^2 * 1/((2x-y)(2x+y))
= 1/(3x y^2)
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