How do you evaluate #-12\sqrt { 2} - 5\sqrt { 2} + 12\sqrt { 2}#?

1 Answer
Aug 4, 2017

See a solution process below:

Explanation:

Factor the common term of #color(red)(sqrt(2))# from each term and then add the remainders of each term:

#-12color(red)(sqrt(2)) - 5color(red)(sqrt(2)) + 12color(red)(sqrt(2)) =>#

#(-12 - 5 + 12)color(red)(sqrt(2)) =>#

#-5color(red)(sqrt(2))#