How many letters are the between the second letter of the output of triangle 2 and the first letter ...........

Logical Reasoning(SBI-PO) Input-Output

Directions: Study the following information carefully and answer the questions given below: In a hexagon arrangement, at each corner, a triangle is placed which is denoted by either two letters or two numbers. Below are given some of the conditions:

I. If the number is a perfect square then only that number is increased by 1.

II. If there is at least one vowel then change it to the preceding alphabet.

III. If both digits are odd then reduce those digits by 2.

IV. If any one of the consonants is smaller than N in alphabetical order then change it to the next alphabet.

Note: If no condition is applied then there will be no change. Apply the above-given conditions to find the output. More than one condition can be applicable. For example:

Input Output

Triangle 1 1, 4 2, 5

Triangle 2 o, k n, l

Triangle 3 6, 7 6, 7

Triangle 4 i, l h, m

Triangle 5 s, v s, v

Triangle 6 5, 5 3, 3

Input

Triangle 1 c, d

Triangle 2 u, b

Triangle 3 7, 7

Triangle 4 h, f

Triangle 5 w, q

Triangle 6 8, 3

How many letters are the between the second letter of the output of triangle 2 and the first letter of the output of triangle 5?

This questions was previously asked in

SBI PO Mains (30 Jan, 2023)

View All SBIPO Previous Year Papers

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Explanation:

- Triangle 1: Input is c, d. Condition IV applies because c is smaller than N. So, c changes to d. Output: d, d.

- Triangle 2: Input is u, b. Condition II applies as u is a vowel; it changes to t. Condition IV applies because b is smaller than N, so b changes to c. Output: t, c.

- Triangle 3: Input is 7, 7. Condition III applies since both digits are odd. Both are reduced by 2. Output: 5, 5.

- Triangle 4: Input is h, f. Condition IV applies to both because both are smaller than N. h changes to i, and f changes to g. Output: i, g.

- Triangle 5: Input is w, q. Output remains the same: w, q.

- Triangle 6: Input is 8, 3. No conditions apply. Output: 8, 3.

To find the number of letters between the second letter of Triangle 2 output (c) and the first letter of Triangle 5 output (w):

- Distance from c to w is 20.

The correct option is Option:4, 19.