How do you solve #(x - 3) - 5x = - 3( x + 3)#?
2 Answers
Nov 7, 2017
By arranging the equation
Explanation:
Get rid of the parantheses:
This is your answer
Nov 7, 2017
Explanation:
#"distribute brackets on both sides of the equation"#
#x-3-5x=-3x-9#
#rArr-4x-3=-3x-9#
#"add 3x to both sides"#
#-4x+3x-3=cancel(-3x)cancel(+3x)-9#
#rArr-x-3=-9#
#"add 3 to both sides"#
#-xcancel(-3)cancel(+3)=-9+3#
#rArr-x=-6#
#"multiply both sides by "-1#
#rArrx=6#
#color(blue)"As a check"# Substitute this value into the equation and if both sides are equal then it is the solution.
#"left "=6-3-(5xx6)=3-30=-27#
#"right "=-3(6+3)=-3xx9=-27#
#rArrx=6" is the solution"#