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Directions: Study the given information carefully and answer the questions followed by it.
Seven persons, A, B, C, D, E, F, and G go on a vacation on different days of the week, Monday, Tuesday, Wednesday, Thursday, Friday, Saturday, and Sunday not necessarily in the same order. One person goes between G and C, A goes on one of the days before C. G goes on Friday. D goes on the second day of the week. Three-person go-between D and F. B does not go on Monday or Thursday. The number of persons going after C is equal to the number of persons going before G.
If all the persons go to vacation in alphabetical order starting from Monday, position of how many person would not change?
Two
One
Three
Zero
Four
- G goes on Friday.
- D goes on Tuesday (second day of the week).
- Three people go between D and F, putting F on Saturday.
- One person goes between G and C. Since G is on Friday, C must be on Sunday.
- A goes before C and after D, so A must be on Wednesday or Thursday.
- B cannot be on Monday or Thursday, so B must be on Wednesday if A is on Thursday.
- E does not have a restriction, so E must be on Monday.
- The final order will be: E (Monday), D (Tuesday), B (Wednesday), A (Thursday), G (Friday), F (Saturday), C (Sunday).
In alphabetical order starting from Monday, D (Tuesday), F (Saturday), G (Friday) remain unchanged.
- Therefore, your selected answer is: Three
By: Parvesh Mehta ProfileResourcesReport error
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