How do you solve #2b + 5 = b + 7#?

2 Answers
Apr 21, 2016

# b = 2 #

Explanation:

#2b + 5 = b + 7 #

#2b - b = 7 - 5 #

# b = 2 #

Apr 21, 2016

#2b + 5 = b + 7#
#2b = b + 2#
#b = + 2#
#b = 2#

Explanation:

You need all of the '#b#'s on one side of the equals sign and the numbers on the other side. To cancel out a positive from the left side (#+5#) you need to minus it. You always do the same on the opposite side that you did on the original side.

FOR EXAMPLE.

#2b + 5 = b + 7#

You would need to minus the five from both sides so....

#2b + 0 = b + 2#

Then simply minus the '#b#' from the right side and the left side so the sum changes to:

#b + 0 = 0b + 2#

Then you cancel out the zeros so it makes:

#b = 2#