Missing Character Finding - General Inteligence & Reasoning MCQ Questions and Answers

Work in rows, across the 4 squares as a whole. Start at the top left and move to the right, then down one row and to the left etc in a snakes and ladders pattern. Letters advance through the alphabet in steps of 5 letters at a time.

In each row, take the reverse alphabetical value of the left hand letter and the alphabetical value of the right hand letter and calculate the difference, putting this result in the central square.

Taking pairs of letters at opposite sides of the diagram, the sum of their numerical values equals 21 each time.

Start at the top left, and move clockwise around the square. Letters follow the alphabetical order, skipping 4 letters, then 5, 6, 7, 8, 9 and 10, before repeating this sequence.

Start at the centre letter, and move around the upper triangle in a clockwise direction. Letters follow the alphabetical order in steps of 9 letters at a time. Repeat the same pattern, moving clockwise around the lower triangle, with the letters written in steps of 7 letters at a time.

Start on the upper left hand segment of the left hand circle and move anti-clockwise around it. Then move to the upper left of the central circle and move clockwise, then on to the right hand circle, and again move anti-clockwise. Letters are written in sequence along this path, skipping 3 letters, then 4, 5 and 6, before repeating this sequence.

Starting with the top left triangle, and moving clockwise around the other 2, letters advance through the alphabet in steps of 4, 5 and 6, with their relative positions moving 1 place clockwise around each triangle.

As you move from left to right of letters, alphabetical values increase by 7, then 4, then 7 etc.

Starting on the top left, and moving to the right, then down one row and to the left etc. in a snakes and ladders pattern, letters advance through the alphabet in steps of 5, then 2, then 5 etc.

Take pairs of letters, one from an outer segment and one from the inner segment in the opposite position. The sum of the numerical values of these letters is always 20.