correct answerIf all the letters in the word NEIGHBOUR are rearranged as they appear in the english alphabets , the position of how many letters will remain unchanged after the rearrangement ?OptionsMore than threeNoneOneThreeTwo

To find the number of letters that will remain unchanged after rearranging the word NEIGHBOUR, we need to analyze the positions of each letter in the English alphabet.

1. First, let's write down the English alphabet in order: A, B, C, D, E, F, G, H, I, J, K, L, M, N, O, P, Q, R, S, T, U, V, W, X, Y, Z.

2. Next, let's write down the letters of the word NEIGHBOUR: N, E, I, G, H, B, O, U, R.

3. Now, we can compare the positions of each letter in the original word with their positions in the English alphabet.

• The letter N is in the 14th position in the English alphabet, and it remains in the 14th position in the rearranged word.
• The letter E is in the 5th position in the English alphabet, and it remains in the 5th position in the rearranged word.
• The letter I is in the 9th position in the English alphabet, and it remains in the 9th position in the rearranged word.
• The letter G is in the 7th position in the English alphabet, and it remains in the 7th position in the rearranged word.
• The letter H is in the 8th position in the English alphabet, and it remains in the 8th position in the rearranged word.
• The letter B is in the 2nd position in the English alphabet, and it remains in the 2nd position in the rearranged word.
• The letter O is in the 15th position in the English alphabet, and it remains in the 15th position in the rearranged word.
• The letter U is in the 21st position in the English alphabet, and it remains in the 21st position in the rearranged word.
• The letter R is in the 18th position in the English alphabet, and it remains in the 18th position in the rearranged word.

4. From the analysis above, we can see that all the letters in the word NEIGHBOUR remain unchanged after rearranging. Therefore, the correct answer is "More than three."