How do you solve #3-5y=0#?

2 Answers
Nov 28, 2016

#y=3/5#

Explanation:

Leave the 3 where it is and add 5y to both sides of the equation.

#3cancel(-5y)cancel(+5y)=0+5y#

#rArr3=5y#

To solve for y, divide both sides by 5

#3/5=(cancel(5) y)/cancel(5)#

#rArry=3/5" is the solution"#

Nov 28, 2016

Add terms to both side and/or multiply both sides by the appropriate factor, until you have an expression of #y#

Explanation:

Start from:

#3-5y=0#

Add #-3# to both sides of the equation:

#3 -5y -3 = -3#

On the left side #3-3=0# so you can simplify these two terms and get:

#-5y=-3#

Now multiply both sides by #-1/5#:

#-5(-1/5)y = -3(-1/5)#

or #y=3/5#