Which inequality best models the situation if variable t is the temperature in degrees Celsius? A severe weather warning is issued when temperatures fall below –18.5°C. Show the possible temperatures when the alert is issued. A. t < –18.5 and t may be a negative number. B. t < –18.5 and t must be a positive number. C. t > –18.5 and t may be a negative number. D. t > –18.5 and t must be a positive number.
Delete all unnecessary comments first..
Above two are necessary comments?? :P
See, concentrate on when the warning will be given?
When temperature falls below \(-18.5\) degree celcius, then you get a warning..
um why can I not post two comments right after eachother without exiting and coming back to this question
Is this the problem you are facing?
I can post any number of comments, may be only you are facing this difficulty..
I do this on al my computers I have five of them
it is really agervating
That I don't know, okay just talk about our question now..
k
When temperature falls below -18.5 means, when temperature gets less than -18.5..
It means: Let the temperature be represented by variable \(t\)..
\[t < -18.5^{\circ} C\]
thx
Wait, is it \(a\) or \(b\) ??
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