Be alert when dealing with value based DS question. The value should be unique
Statement 1 :clearly is not sufficient to answer as we have no information for tokens in glass.
Statement 2 :Two cases can be there,
Case1: in mug number of Subway tickets is 2 and number of bus tickets is 1(frominformation)
\(\frac{S_m}{B_m}\) =\(\frac{2}{1}\) =2*\(\frac{S_t}{B_t}\)
Thus\(\frac{S_t}{B_t}\) = \(\frac{1}{1}\) , and we can find a unique answer
Case2:in mug number of Subway tickets is 1 and number of bus tickets is 2(from
...
Statement 1 :clearly is not sufficient to answer as we have no information for tokens in glass.
Statement 2 :Two cases can be there,
Case1: in mug number of Subway tickets is 2 and number of bus tickets is 1(frominformation)
\(\frac{S_m}{B_m}\) =\(\frac{2}{1}\) =2*\(\frac{S_t}{B_t}\)
Thus\(\frac{S_t}{B_t}\) = \(\frac{1}{1}\) , and we can find a unique answer
Case2:in mug number of Subway tickets is 1 and number of bus tickets is 2(from
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