https://www.uploady.com/download/Hji6b_vzQ~7/HzY6GN6t_C3CRjMC
@Conqueror @DarkMoonZ @ganeshie8 @King.Void. @sleepyjess
@sleepyhead314 ?
need help please!
No line underneath the < > thing means Open Hole Yes line underneath the < > thing means Closed Hole
y > means shade where the numbers are bigger = to the Right y < means shade where the numbers are smaller = to the Left
yes annnndddd
@sleepyhead314 d?
Not D because there the line under the < the picture is Open Holed
but d means it is less then or equal to :/
yes, picture says Opened Hole so you don't want the "or equal to" part
c?
that is a y < which would go to the Left but the picture is Not going to the Left
so c isnt it or it is?
where are you getting some of this from it says The solution to which inequality is shown? A. y + 5 > –2 B. y + 5 ≥ –2 C. y + 5 < –2 D. y + 5 ≤ –2
that's why i said D
@sleepyhead314 you have been reported for false information and not helping corretly
@sleepyhead314 it was d
D looks like this |dw:1425673105428:dw|
Well, I can't see the image you linked... so I can't comment on that. However, sleepy did try to help. They may have made a msitake. I know I have in the past. Let's all focus on why and where a mistake was made and just get it right.
If they said D was right in that pic, the school has a problem. It would need to be a solid circle for there to be any sort of equality... and you had A selected, which is fine.
\(\ge\) means \(\bullet\hspace{-3pt}\longrightarrow\) \(\le\) means \(\longleftarrow\hspace{-3pt}\bullet\) \(\gt\) means \(\circ\hspace{-3pt}\longrightarrow\) \(\lt\) means \(\longleftarrow\hspace{-3pt}\circ\) Note that the directon of the arrow follows the direction of the inequality symbol. Also, if there is equality, then the circle is closed. You may also see these with [, ], (, and ). [ is the same as a solid dot and would go before a right arrow. ] would do left... \(\ge\) means \([\hspace{-2pt}\longrightarrow\) \(\le\) means \(\longleftarrow\hspace{-2pt}]\) \(\gt\) means \((\hspace{-3pt}\longrightarrow\) \(\lt\) means \(\longleftarrow\hspace{-3pt})\)
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