How many pairs of letters are there in word which has as many letters between them?

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Solution

The correct option is B Two


Hence, there are two such pairs of letters - RU and QN


Solve

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IBPS Clerk All India Full Mock Test

100 Questions 100 Marks 60 Mins

Given word: DISTRIBUTE

The alphabets are positioned as in the following order,

The given word can be represented as follows,

In forward direction: DI, ST, RU, BE.

In backward direction: EI, TU.

Here, Total 6 pairs of letters.

Hence, Answer is 'More than Five'.

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Answer

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Hint:
Here, we need to find the number of pairs of letters in the word, ‘EXPERIENCED’ which have as many letters between them as in the word as in the alphabetical order. This means that the pair of letters must be such that the number of letters between them in the word ‘EXPERIENCED’, is the same as the number of letters between them if written in alphabetical order. We will list the pairs one by one and count the number of such pairs.

Complete step by step solution:
We need to find the number of pairs of letters in the word, ‘EXPERIENCED’ which have as many letters between them as in the word as in the alphabetical order.
This means that the pair of letters must be such that the number of letters between them in the word ‘EXPERIENCED’, is the same as the number of letters between them if written in alphabetical order.
For example, in the word ‘CHECKERS’, only 1 letter, H, comes between C and E. When written in alphabetical order, the only letter between C and E is D. Therefore, the number of letters between C and E is 1 both in alphabetical order, and in the word ‘CHECKERS’. Hence, C and E are 1 such pair of letters.
Now, we will find such pairs of letters in the word ‘EXPERIENCED’.
First pair: The letters P and R in ‘EXPERIENCED’.
In alphabetical order, there is only 1 letter between P and R, that is Q.
In the word ‘EXPERIENCED’, there is only 1 letter between P and R, that is E.
Second pair: The letters D and E in ‘EXPERIENCED’.
In alphabetical order, there are 0 letters between D and E.
In the word ‘EXPERIENCED’, there are 0 letters between D and E.
Third pair: The letters E and I in ‘EXPERIENCED’.
In alphabetical order, there are 3 letters between E and I, that is F, G, H.
In the word ‘EXPERIENCED’, there are 3 letters between E and I, that is E, N, C.
Fourth pair: The letters C and E in ‘EXPERIENCED’.
In alphabetical order, there is only 1 letter between C and E, that is D.
In the word ‘EXPERIENCED’, there is only 1 letter between C and E, that is N.
Fifth pair: The letters D and E in ‘EXPERIENCED’.
In alphabetical order, there are 4 letters between D and I, that is E, F, G, H.
In the word ‘EXPERIENCED’, there are 4 letters between D and I, that is E, N, C, E.
Thus, there are 5 such pairs of letters.

Therefore, the correct option is option (d).

Note:
Here, we need to remember that it does not matter if the letters are in alphabetical order or not. For example, we can see that in the word ‘EXPERIENCED’, E comes before C. We marked this as the fourth pair. However, in alphabetical order, C comes before E. The order does not matter because we are concerned with only the number of letters between them.

How many pairs of letters are there in the word spacing which has as many letters between them from both the sides as in the alphabets from A to Z?

Detailed Solution: Hence, three is the correct answer.

How many pairs of letters are there in the word incompatibility which has many letters between them?

In this word there are three pairs of such alphabets.

How many pairs of letters are there in the word microscope which have as many letters between them in the word as in alphabetical series?

Hence, the correct answer is option C. How many pairs of letters are there in the word 'MICROSCOPE' which have as many letters between them in the word as in alphabetical series? Following the given explanation below, we can say that there are four such pairs are possible in the given word 'MICROSCOPE'.

How many sets of two letters have as many letters between them?

Detailed Solution Hence, there are "2" sets of letters that have as many letters between them as they have in the alphabetical order in the word 'PRUDENT.

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