Question

Divide 39xy(x+5)(y-4) by 13xy(y-4)

Answer 1

ᑫᑌᗴՏTIOᑎ = Divide 39xy(x+5)(y-4) by 13xy(y-4)

ᗩᑎՏ =

$= \frac{39xy (x + 5) (y - 4)}{13xy(y - 4)}$

Tᕼᗴᑎ, ՏOᒪᐯᗴ Tᕼᗴ ᖴIᖇՏT ᗴᑫᑌᗩTIOᑎ

$= \frac{39(xy - 4x + 5y - 20)}{13xy(y - 4)}$

Tᕼᗴᑎ , ՏOᒪᐯᗴ Tᕼᗴ ᒪOᗯᗴᖇ Tᗴᖇᗰ TᕼᗩT IՏ

13xy^2 - 52xy

$= \frac{39(xy - 4x + 5y - 20)}{(13 {xy}^{2} - 52xy)}$

ᗩT Tᕼᗴ ᒪᗩՏT ՏOᒪᐯᗴ Tᕼᗴ ,

ᑌᑭᑭᗴᖇ ᗷᖇᗩᑕKᗴT 39

$\frac{39 {x}^{2} {y}^{2} - 156 {x}^{2} + 195x {y}^{2} - 780 \: xy }{(13 {xy}^{2} - 52xy)}$

ᗩᑎᗪ ᗯᗴ ᘜᗴT TᕼIՏ ᗴᑫᑌᗩTIOᑎ☝️☝️☝️

ᗩT ᒪᗩՏT ᗪIᐯIᗪᗴ IT

• ՏO ՏIᗰᑭᒪᗴ ᕼOᑭᗴ I ᕼᗴᒪᑭᗴᗪ YOᑌ

• Iᖴ YOᑌ ᗩᖇᗴ ᑎOT ᗩᗷᒪᗴ TO ᑌᑎᗪᗴᖇՏTᗩᑎᗪ Tᕼᗴᑎ Տᗴᗴ ᖴᖇOᗰ Tᕼᗴ ᑭIᑕ