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Mathematics 11 Online
OpenStudy (jokersmart):

Check my answer? http://i.imgur.com/kJinV5i.jpg B.

OpenStudy (mathstudent55):

blocked

OpenStudy (jokersmart):

@mathsudent55 Confused?..

OpenStudy (jokersmart):

@mathstudent55 the link??

OpenStudy (jango_in_dtown):

|a|=b implies that a=b or -b now you do the problem and tell me the answer @JokerSmart

OpenStudy (jokersmart):

I already HAVE my answer, it's B. Someone already said I was correct.

OpenStudy (jango_in_dtown):

its wrong

OpenStudy (jango_in_dtown):

@JokerSmart

OpenStudy (mathstudent55):

Yes, the link was blocked in my computer. I used a different computer to see it. \(|k + 9| = 4\) To solve an absolute value equation like yours, set up two equations. In one, set the inside of the absolute value equal to the number and the other, set the inside of the absolute value equal to the negative of the number. \(k + 9 = 4\) or \(k + 9 = -4\) Now solve both equations and keep the word "or" in between the solutions. In both equations, subtract 9 from both sides. \(k = -5\) or \(k = -13\) The correct choice is A.

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