if 0
a. canr be true
i don't get any of these choices s and t both have to be positive or t they both have to be negative
can or cant?
cant
b is out as well
they are all out actually
they both need specific intervals
instead there are no boundaries on any choices, so they are al wrong
it says the answer is d it doesnt make sense
what you saying makes sense but the choices dont
thats wrong
what about s=1000 , and t= -100
oops it said C but i still dont see it
data insufficient.....
ok thanks
I think C should say s>-1 and t<-1....then it would be right... (a) is wrong, since one number would be negative and the other positive, so their product would be negative, and thus not between 0 and 1. (b) is wrong, since their product will always be a positive number greater than 1. (d) is wrong for the same reason as (a). (e) is wrong for the same reason as (b).
^ no it wouldnt
s=100 , t= -1000 that fits in that condition but their product isnt between 0 and 1
Right, but read the question...CAN be true...
s=-0.5, t=-1.5...product is 0.75
Again, this is only for s>-1, t<-1
so d would be correct because we could do t=-.5 and s=-1.5 s<-1 and t>-1
True...sorry, I looked at (d) incorrectly...it was late :) Yes, D is the right answer. It is exactly what I described, I just didn't see that d matched it. C is incorrect because the product is a negative number. My mistake.
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