Question

how to integrate (dy/dx)=[3(x+y)] /x ?

Answer 1

distributive property
then separate them as terms with denominator x

Answer 2

=3+(3y/x)???

Answer 3

distributive property

Answer 4

yes, so distribute the 3 and then split up the numerator~?

Answer 5

have a rest and do it again when you have a refreshed brain :P

Answer 6

? wait wat?

Answer 7

distributive property is multiplication yes?
3(x+y) = ?

Answer 8

3x+3y, but then there is a x on the bottom, so then the x's cancel in the first term, leaving just 3, and the second term is left with 3y/x.

Answer 9

1/x * (3x + 3y)

Answer 10

okay
then you have
integral (3 + 3xy) dx

Answer 11

looks its not separable,
familiar with computing IF and multiplying both sides... ?

Answer 12

its a homogenous equation try using y=vx
so dy/dx=v+xdv/dx

Answer 13

integral (3 + 3x/y) dx

Answer 14

???????? confusion!!!! its not seperable?