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

1 Answer
Jun 15, 2018

Equation has no solutions

Explanation:

On the left side, let's distribute the negative sign and on the right, let's distribute the #-2#. This gives us

#-4n-2=-4n+2#

Since we have the same coefficient on the variable #n#, we can cancel these out. We're left with

#-2=2#

Which is obviously not true, thus we can say this equation has no solutions.

Hope this helps!