How do you solve #7x + 30=51#?

2 Answers
Apr 22, 2018

#x=3#

Explanation:

Take away the constant…

#7x+cancel30-cancel30=51-30#

#7x=21#

Divide by #7# to find #x#:

#x=21/7=3#

You can check by using the equation:

#(7xx3)+30=21+30=51# which is correct.

Apr 22, 2018

#x=3#

Explanation:

#"isolate 7x by subtracting 30 from both sides of the "#
#"equation"#

#7xcancel(+30)cancel(-30)=51-30#

#rArr7x=21#

#"divide both sides by 7"#

#(cancel(7) x)/cancel(7)=21/7#

#rArrx=3" is the solution"#

#color(blue)"As a check"#

#(7xx3)+30=21+30=51="right side"#