I was wondering if this is the right way to solve this:
M Muffins New member Joined Aug 24, 2013 Messages 15 Jan 28, 2014 #1 I was wondering if this is the right way to solve this: Attachments eqn.JPG 14.4 KB · Views: 9
D Deleted member 4993 Guest Jan 28, 2014 #2 Muffins said: I was wondering if this is the right way to solve this: Click to expand... In the third step you should write: \(\displaystyle \pm (2x) \ = \ 10(2-x)\) 2x = 10(2-x) ............or.............. -2x = 10(2-x) 2x = 20 - 10x ...........or.............. -2x = 20 - 10x 12x = 20 ................or.............. 8x = 20 and you get two values for 'x'. Don't forget to check your answer by putting your answer back into the original equation. Last edited by a moderator: Jan 28, 2014
Muffins said: I was wondering if this is the right way to solve this: Click to expand... In the third step you should write: \(\displaystyle \pm (2x) \ = \ 10(2-x)\) 2x = 10(2-x) ............or.............. -2x = 10(2-x) 2x = 20 - 10x ...........or.............. -2x = 20 - 10x 12x = 20 ................or.............. 8x = 20 and you get two values for 'x'. Don't forget to check your answer by putting your answer back into the original equation.