A) \[a+b-c>0\]
B) \[a>b\]
C) \[(a-c)(b-c)>0\]
D) \[a+b+c>0\]
E) \[abc>0\]
Correct Answer: C
Solution :
Given conditions are \[\frac{a}{b}>1\] and \[\frac{a}{c}<0\] 1. \[a>0\]iff\[c<0\]and also\[b>0\] 2. \[a<0\]iff\[c>0\]and also\[b<0\] Hence, option (c) satisfy the inequality.You need to login to perform this action.
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