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11 Apr 2020, 05:28
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Bunuel
Simplifying the given inequality, we have:
0 > -ab > -1
0 < ab < 1
We see that statement III is true. Furthermore, since ab is positive, the values of a and b have the same sign and therefore, a/b is also positive. So statement I is also true. However, a/b is not necessarily less than 1. For example, if a = 0.5 and b = 0.5, we see that a/b = 1. So statement II is not true.
Answer: E
11 Apr 2020, 05:54
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0<ab<1
Let a=1/2 b =1/3
First statement is satisfied
With these value second statement is not satisfied
Third statement is true
Option E is the answer
Posted from my mobile device
Let a=1/2 b =1/3
First statement is satisfied
With these value second statement is not satisfied
Third statement is true
Option E is the answer
Posted from my mobile device
12 Dec 2020, 21:04
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What does it mean in inequality DS when we say a/b>0 ==> ITS POSITIVE and the value of a/b does not matter, a/b could be 25/5 = 5 and 1-5 would be -4 which is not greater than zero. I am confused that what should I conclude from this?
