If it’s possible to make a meaningful word from the 3rd, 5th, 6th, and 7th letters of the word 'MONSTER', then which will be the last letter of the word? Mark ‘X’ if no such word can be formed, ‘M’ if more than 1 such word can be formed.
M
The question asks us to take specific letters from the word 'MONSTER' and see if we can form meaningful English words. Based on the number of meaningful words formed, we need to determine the final answer.
The word given is MONSTER.
We need to identify the letters at the 3rd, 5th, 6th, and 7th positions.
The letters are N, T, E, and R.
Now, let's try to rearrange these letters (N, T, E, R) to form meaningful English words. We can use each letter exactly once in each word.
We have found at least two meaningful words: RENT and TERN.
The question provides rules based on the number of meaningful words formed:
In our case, we were able to form more than one meaningful word (RENT and TERN).
Since more than one meaningful word (RENT, TERN) can be formed from the letters N, T, E, R, according to the rules of the puzzle, the answer should be 'M'.
Each vowel in the word BACHELOR is changed to the letter following it in the English alphabetical order and each consonant is changed to the letter preceding it in the English alphabetical order. If each letter, thus formed is arranged in alphabetical order, which letter will be fourth from the Left?
Write the following words in the order they appear in the dictionary.
1. Wailer
2. Wader
3. Waking
4. Waling
5. Waggon
Write the following words according to the order in which they appear in the dictionary.
1. Lamellosities
2. Lamellibranch
3. Lamprophonies
4. Lamprophonias
5. Laminectomies
If in the word "SPIRITUAL", position of second and fifth letter is interchanged, similarly position of fourth and sixth letter is interchanged with seventh and ninth letters respectively, then how many pair of letters in the new word have as many letters between them (either forward or backward) as they have in the English alphabet series?
The position of how many letters will remain unchanged if each letter in the word AMPLIFY is arranged in alphabetical order?