DILR Practice Set – 18
Refer to the data below and answer the ques ons that follow.
Six officers Alwyn, Bob, Charles, Dwayne, Ethan and Fredrick,
wearing white, black, blue, green, pink and red shirts, not
necessarily in the same order, are to be seated around a circular
table in six symmetrically arranged chairs, all facing the center
of the table.
i. Officers wearing white and black shirts are si ng opposite to
each other.
ii. Officers with the first le er of their names as vowels are
neither si ng opposite to each other si ng opposite nor
adjacent to each other.
iii. Bob and Charles always sit together.
iv. Officers wearing red and pink shirts are not si ng adjacent
to each other.
v. Alwyn is wearing a white shirt.
Please ensure your answer is entered accurately. Double-check your work.
In the above diagram, 'A' denotes Alwyn and 'E' denotes Ethan. From (iii), Charles cannot be between Alwyn and Ethan. So, Charles (wearing red shirt) is sitting on opposite side to that of Ethan. As E is not wearing a pink shirt, from (iv), it can be concluded that the officer wearing pink shirt must be between Alwyn (wearing white shirt) and Ethan. Hence, [4].Please ensure your answer is entered accurately. Double-check your work.
As Ethan is not wearing a red shirt, his neighbour must be wearing it (from iii). Thus, Ethan is between the officers wearing red and black shirts. Therefore, the required answer is 1.Please ensure your answer is entered accurately. Double-check your work.
In the above diagram, 'A' denotes Alwyn and 'E' denotes Ethan. As Bob and Charles are always together. Officer between Alwyn and Ethan is either Dwayne or Fredrick. Hence, [3].Please ensure your answer is entered accurately. Double-check your work.
In the above diagram, 'A' denotes Alwyn and 'E' denotes Ethan. Considering option [2], if Bob and Charles are wearing green and blue shirt, then officers wearing pink and red shirt will be adjacent on the side opposite to Bob and Charles. This will contradict condition (iv). Rest all combinations are possible. Hence, [2].