How do you solve and write the following in interval notation: #8- 5x<=23#?
1 Answer
May 25, 2017
Explanation:
#"Isolate " -5x" by subtracting 8 from both sides"#
#cancel(8)cancel(-8)-5x<=23-8#
#rArr-5x<=15#
#"divide both sides by - 5"#
#color(blue)"Note ""when multiplying/dividing an inequality"#
#"by a negative quantity, the inequality sign is "color(red)"reversed"#
#(cancel(-5) x)/cancel(-5)>=15/(-5)larrcolor(red)" reverse sign"#
#rArrx>=-3" is the solution"#
#[-3,+oo)larr" in interval notation"#