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What a is the correct graph of the solution to the inequality -8 ≥ -5x + 2 > -38?

Mathematics
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-8-2 ≥ -5x > -38-2 =>-10 ≥ -5x > -40 =>2 ≥ x > 8
can someone explain d graph

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Other answers:

@Tanusingh What exactly do you want explained?
The graph for a ≥ x ≥|dw:1327246099103:dw| b
I meant The graph for a ≥ x ≥b
Now the graph for a>x>b |dw:1327246184415:dw|
Now the graph for a ≥ x >b |dw:1327246223054:dw|
SO THE WHITE DOTS MEAN THAT IT IS A OPEN INTERVAL?
mevrett whats ur take?
Exactly !
okay
@tanusingh did you get the explanation you wanted?
well so inequalities are plotted by intervals?
I am not quite sure, what your question is. But I can at least say, that inequalities can be equivalently expressed as intervals, e.g The inequality a≥x≥b is equivalent to [b,a] The inequality a≥x>b is equivalent to (b,a] and so on...
-8 \[\ge\] -5x + 2 > - 38 = -8 \[\ge\] -5x divide trough by five. so -5x/5 = -8/5 = x \[\le\] 1.4 +2 > -38 = +2/2 > -38/2 = 1 > - 19 = x \[\le\] 1.4 + 1 > -19

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