StreakPeaked· Practice

ExamsIBPS POReasoning

Directions: Study the information carefully and answer the question given below. Six persons stay at different steps of a stair of 40 steps, facing the 40th step. P stays at a step that is a multiple of 9 but above the 20th step. The number of steps ahead of P is the same as the number of steps behind S. There are seven steps between S and Q, and Q is not at an even-numbered position. The number of steps between Q and S is half the number of steps between T and R. The number of steps between R and U is one more than the number of steps behind S. U stays below the 25th step. Both T and U stay somewhere between P and Q. T stays at a step that is a multiple of 7 but above the 15th step. Now, all the persons play a Ludo game and move according to the given conditions: 1. If the dice throw is more than 5, the person moves 13 positions behind from the actual position; if not possible, then moves 4 steps ahead. 2. If the dice throw is 3, the person moves to the step that is a multiple of 19 but above the one who threw the dice first. 3. If the dice throw is less than 3, the person moves 7 positions ahead of the actual position. 4. If the dice throw is 4, the person moves to the step just below the 2nd person who threw the dice. Throws: 1. T throws and gets 6 2. U throws and gets 3 3. R throws and gets 2 4. Q throws and gets 4 Question: What is the sum of the number of steps of R and T after the rearrangement?

  1. 34
  2. 47
  3. None of these
  4. 48

Correct answer: None of these

Solution

The initial arrangement can be fixed using the step constraints, and then the movement rules are applied sequentially to T, U, R, and Q. After rearrangement, the final positions of R and T do not add up to 34, 47, or 48, so the correct option is None of these.

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