Question

I don't remember how to do this although it looks simple

Answer 1

\[\frac{2x^2+5x-3 }{ x+2 } x \frac{ 9x+18 }{ 1-2x }\]

Answer 2

the x in the middle is meant to be a multiplication symbol lol

Answer 3

this wann being a product of two fractions ?

Answer 4

indeed

Answer 5

\(\large\dfrac{a}{b}*\dfrac{c}{d}=\dfrac{a*c}{b*d}\)

Answer 6

so yes but i think first you need to see what factorizing out and so what will can simplifie it

Answer 7

how you can factorizing the first numerator ?

Answer 8

from second numerator factoriz out 9 and will get what ?

Answer 9

well i know you would get 9(x+2)

Answer 10

but when you multiply that by the other numerator I don't understand that

Answer 11

not will be necessary because now you see that the first farction has a denominator x+2

yes ?

so what can you doing now with ?

Answer 12

you can simplifie it

yes ?

Answer 13

ohhh true

Answer 14

so now you need factor completly the numerator of first fraction

Answer 15

or if you dont see it you need to solve it using discriminant

Answer 16

hope you know how you can solving an quadratic ?

Answer 17

@litchlani can you solve it for medal ?

Answer 18

D=b^2 -4ac = ?

Answer 19

2x2+5x−3

b=5

a=2

c=-3

Answer 20

so if you dont like cooperating i will go

ok ?