How do you solve 4/9 = r - 3 / 6?
1 Answer
Mar 14, 2018
Explanation:
"multiply all terms by the "color(blue)"lowest common multiple"
"of 9 and 6 which is 18"
cancel(18)^2xx4/cancel(9)^1=18r-(cancel(18)^3xx3/cancel(6)^1)
rArr8=18r-9
"add 9 to both sides"
8+9=18rcancel(-9)cancel(+9)
rArr18r=17
"divide both sides by 18"
(cancel(18) r)/cancel(18)=17/18
rArrr=17/18
color(blue)"As a check" Substitute this value into the right side of the equation and if equal to the left side then it is the solution.
"right side "=17/18-9/18=8/18=4/9=" left side"
rArrr=17/18" is the solution"