Ask your own question, for FREE!
Mathematics 24 Online
OpenStudy (kingogcobraxx):

@paki

OpenStudy (kingogcobraxx):

someone please help lol

OpenStudy (kingogcobraxx):

@welshfella

OpenStudy (kingogcobraxx):

@anthonyym

OpenStudy (anthonyym):

So there are two lines. First, what is the equation for the dotted line if you imagine it's solid

OpenStudy (kingogcobraxx):

dk

OpenStudy (anthonyym):

It would be x = -2

OpenStudy (kingogcobraxx):

so now we know its either b or c?

OpenStudy (kingogcobraxx):

c is my guess

OpenStudy (anthonyym):

Yeah we know it's not B

OpenStudy (yanasidlinskiy):

What if it is B? How do you know it's not B?

OpenStudy (anthonyym):

And since it's a dotted line it has to be x<-2 and not less than or equal to.

OpenStudy (anthonyym):

Well we established the line as x = -2, so it can't be x < -3

OpenStudy (yanasidlinskiy):

Yes C is correct.

OpenStudy (yanasidlinskiy):

The vertical dotted line is x = -2. The region to the left of this line is x < -2. The dotted line signifies that the line itself is not included in the region. So x < -2 (not x ≤ –2). The solid diagonal line is y = -x - 2. The region below and to the left of this line is y < -x - 2. The solid line signifies that the line itself is included in the region. So y ≤ –x – 2. Answer: x < –2; y ≤ –x – 2

OpenStudy (kingogcobraxx):

thanks guys

OpenStudy (yanasidlinskiy):

What did you learn from posting this question? Do you know which are solid lines and which are dotted lines?

OpenStudy (yanasidlinskiy):

As in this way: \[\le, \ge, <, >, \]

OpenStudy (kingogcobraxx):

@anthonyym

OpenStudy (anthonyym):

yes?

OpenStudy (cashgirl1369):

can someone help me with a question please

OpenStudy (kingogcobraxx):

@anthonyym can you help her^ please

OpenStudy (kingogcobraxx):

5 questions

OpenStudy (kingogcobraxx):

@AaronAndyson @anthonyym @ariannemily5621

Can't find your answer? Make a FREE account and ask your own questions, OR help others and earn volunteer hours!

Join our real-time social learning platform and learn together with your friends!
Can't find your answer? Make a FREE account and ask your own questions, OR help others and earn volunteer hours!

Join our real-time social learning platform and learn together with your friends!