For what integer value of #k# does #2k+4=3k#?

1 Answer
Aug 31, 2017

#k=4#

Explanation:

You can solve this equation by inspection by comparing the left and right sides.

On the left there are #2k#'s and a number. On the right there are #3k#'s

The number #(4)# must therefore be equal to #k#, so that we have

#3k = 3k#

Consider it as:
#2k +4 = 3k#

#2k+4 = 2k + k#

#:. k=4#