Question

Factor. x(3y−5)+3(3y−5)

Answer 1

x3y-x5+9y-15 hope this helps 

Answer 2

Answer: The required factored form is
`(x+3)(3y-5).`

Step-by-step explanation: We are given to factor the following polynomial :

`P=x(3y-5)+3(3y-5)~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~(i)`

We will be using the following factorization formula :

`a(b+c)+d(b+c)=(a+d)(b+c).`

So, from expression (i), we get

`P\\\=x(3y-5)+3(3y-5)\\\\=(x+3)(3y-5).`

Thus, the required factored form is
`(x+3)(3y-5).`