Can someone please go through this step by step...? http://awesomescreenshot.com/07429pjib6
@Js555 do you have any knowledge on this?
First solve for b
first divide both sides by two
26 + 6b >= 2(3b + 4) -- distribute through the parenthesis 26 + 6b >= 6b + 8 -- subtract 26 from both sides 6b >= 6b + 8 - 24 6b >= 6b - 16 -- subtract 6b 6b - 6b >= -16 0 >= 16 (incorrect) This problem has no solution
why distribute for? the numbers get to big that way
oops...I messed up 6b >= 6b + 8 - 26 6b >= 6b - 18 6b - 6b >= -18 0 >= -18 No Solution. I understand your way UnkleRhakus...you divided by 2. Either way will get you the same answer
I don't understand... for some reason... that's an incorrect answer on the exam. I chose C. which was the only multiple choice answer that said No Solutions.
No Solution *
26 + 6b >= 2(3b + 4) --- divide both sides by 2 13 + 3b >= 3b + 4 3b >= 3b + 4 - 13 3b - 3b >= 4 - 13 0 >= - 9 (incorrect) I keep getting no solution
26 + 6b ≥ 2(3b + 4) 13+ 3b ≥ 3b + 4 13 ≥ 4 9 ≥ 0 all real numbers
you got me on this one...I totally got lost on this
your method was fine @kelliegirl33 but then last line 0 ≥ - 9 is always true zero is always greater than negative nine
kellie, you know 0 is bigger than -9, right?
awwww.....I can't believe I missed that. I wasn't even thinking of the - sign. I am feeling real stupid right now :(
Oh I understand now... thank you everyone and @kelliegirl33 don't feel stupid... I make that simple mistake all the time but I appreciate your effort along with everyone elses. T:
lol...if I had $1 for every mistake I made, I would be rich.....thats sad to say
You can only make mistakes if you try... and those who don't try can't succeed. So as long as you try and keep on trying you should happily take each dollar lol. It's okay as long as you don't give up and know when you've messed up. @kelliegirl33 Don't put yourself down... Encouragement and positive reinforcement goes a long way... as well as downing yourself.
you should be a psychologist or something. Your good
Ahhh... Lol, I suppose... hopefully you take the words into consideration though.
Join our real-time social learning platform and learn together with your friends!