How do you solve #4( x + 2) + x + 1= 2x - 3+ 3( x + 4) #?

1 Answer
Sep 20, 2016

#x in RR, " "x# has any value

Explanation:

#4( x + 2) + x + 1= 2x - 3+ 3( x + 4) " "larr# remove brackets

#4x + 8 + x + 1= 2x - 3+ 3x + 12" "larr # simplify

#color(white)(xxxxxx)5x +9 = 5x +9#

#color(white)(xxxxxxxxxx)0 = 0#

This is a true statement, but there is no #x# left to solve for.

This is a special kind of equation called an identity which is true for any value of #x#.

#x# has any value.