How do you solve #5x-3=12#?

2 Answers

#x=3#

Explanation:

#5x-3=12" "#the given

#5x-3+3=12+3" "#Addition property of equality

#5x=15" "#simplification

#(5x)/5=15/5" "#Division property of equality

#x=3#

God bless....I hope the explanation is useful.

Jun 20, 2016

x = 3

Explanation:

We need to isolate the term 5x on the left side and place the numeric terms on the right.

To achieve this we add 3 to both sides.

#5xcancel(-3)color(red)cancel(+3)=12color(red)(+3)#

we now have 5x = 15

To obtain x , divide both sides by 5.

#(cancel(5)^1 x)/cancel(5)^1=cancel(15)^3/cancel(5)^1#

#rArrx=3" is the solution"#

check by substituting x = 3 into left side.

#(5xx3)-3=15-3=12 " equals the right side "#