The way I see it, is Kane & Wayne can't both be free at a given time as their timelines never leave them free simultaneously. So, irrespective of Ben, they'll have to wait till they close to catch a buddy break!
Sir, Q3 has definitely exhausted my mind. The approach to deduce the wednesday & friday hrs for token 13 from monday table only seems really confusing. In exam case scenario it would be tough to crack.
no split it into 30 minute chunks that is 9 to 9:30 , 9:30 to 10 and so on. In each such chunk there will be 4 patients, 2 in first half, 2 in second half, so if you think about it, wayne will be free only in last 5 mins of each chunk, kane will be free only in first 15 mins of each chunk , so there is not even a common free time for kane and wayne alone, you won't even have to consider ben. Thus the answer is 0.
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that 3rd question was so tricky and that trick wasn't in the logical or calculative part either. excellent question
The way I see it, is Kane & Wayne can't both be free at a given time as their timelines never leave them free simultaneously. So, irrespective of Ben, they'll have to wait till they close to catch a buddy break!
Brilliant thinking ❤
Sir, Q3 has definitely exhausted my mind. The approach to deduce the wednesday & friday hrs for token 13 from monday table only seems really confusing. In exam case scenario it would be tough to crack.
3 one was definitely tricky , exam and the evil question setter has given the wrong answer . Very appealing
3rd question still remains hazy, many chances to select wrong one
Tricky one, thank you sir
Sir, can't we solve the last part by taking the LCM of 10,15 and 25?
no split it into 30 minute chunks that is 9 to 9:30 , 9:30 to 10 and so on. In each such chunk there will be 4 patients, 2 in first half, 2 in second half, so if you think about it, wayne will be free only in last 5 mins of each chunk, kane will be free only in first 15 mins of each chunk , so there is not even a common free time for kane and wayne alone, you won't even have to consider ben. Thus the answer is 0.
Sir, kane takes 15 minutes in Q4
yaah