All of the letters in the word ‘JUNGLE’ are arranged in alphabetical order. How many letters are there in the English alphabetical series between the letter which is second from the left end and the one which is third from the right end in the new letter-cluster thus formed?

Question

Accepted Answer

Step 1: Arrange the letters of 'JUNGLE' in alphabetical order: E, G, J, L, N, U.

Step 2: Identify the letter which is second from the left end: E (1st), G (2nd) → G.

Step 3: Identify the letter which is third from the right end: From right, U (1st), N (2nd), L (3rd) → L.

Step 4: Find the number of letters between G and L in the English alphabetical series:
- English alphabet: ... F, G, H, I, J, K, L, M ...
- Letters between G and L: H, I, J, K (since G and L are not included).
- Count: H (1), I (2), J (3), K (4) → 4 letters between G and L.

But the question asks for the number of letters in the English alphabetical series between G and L. Let's check:
- G (7), H (8), I (9), J (10), K (11), L (12)
- Between G (7) and L (12): 12 - 7 - 1 = 4

Wait, but the options do not match this calculation. Let's double-check:
- G (2nd from left), L (3rd from right)
- Letters between G and L: H, I, J, K (4 letters)

But the answer marked as correct in the original is 'Five'. Let's check if the question is asking for the number of letters between the positions in the new arrangement, or in the alphabet.

The question says: 'in the English alphabetical series between the letter which is second from the left end and the one which is third from the right end in the new letter-cluster thus formed.'

So, between G and L in the English alphabet: H, I, J, K → 4 letters.

So, the correct answer should be 'Four'.

Therefore, the correct option is:
Option 4: Four.

Answer

Answer

Answer