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Six lectures A, B, C, D, E and F are to be organized in a span of seven days - from Sunday to Saturday - with only one lecture on each day in accordance with the following :A should not be organized on Thursday.C should be organized immediately after F.There should be a gap of two days between D and E.One day there will be no lecture (Friday is not that day). Just before that day, D will be organized.B should be organized on Tuesday and should not be followed by D.On which day is there no lecture?Options :MondaySundayThursdayNone

Question

Six lectures A, B, C, D, E and F are to be organized in a span of seven days - from Sunday to Saturday - with only one lecture on each day in accordance with the following :A should not be organized on Thursday.C should be organized immediately after F.There should be a gap of two days between D and E.One day there will be no lecture (Friday is not that day). Just before that day, D will be organized.B should be organized on Tuesday and should not be followed by D.On which day is there no lecture?Options :MondaySundayThursdayNone

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Solution

The language of the text is English. To solve this problem, we need to follow the given conditions one by one.

  1. B should be organized on Tuesday and should not be followed by D. So, D cannot be on Wednesday.

  2. D will be organized just before the day with no lecture. Since D cannot be on Wednesday, the day with no lecture cannot be on Thursday. Also, since there is no lecture on Friday, D cannot be on Thursday. So, D must be on Saturday and the day with no lecture must be on Sunday.

  3. There should be a gap of two days between D and E. So, E must be on Wednesday.

  4. A should not be organized on Thursday. So, A must be on Monday.

  5. C should be organized immediately after F. So, F must be on Thursday and C must be on Friday.

So, the schedule is as follows:

  • Sunday: No lecture
  • Monday: A
  • Tuesday: B
  • Wednesday: E
  • Thursday: F
  • Friday: C
  • Saturday: D

So, there is no lecture on Sunday.

This problem has been solved

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