If in the given word **"TRANSFORMER"**, all the vowels are removed and each consonant is replaced by the next letter in the English alphabet, how many vowels are there in the resulting arrangement?

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**Solution:**

1. Identify vowels in the word **"TRANSFORMER"**: A, O, E

2. Remove all vowels from the word:
   - Original word: T R A N S F O R M E R
   - After removing vowels (A, O, E): T R N S F R M R

3. Replace each consonant with the next letter in the English alphabet:
   - T → U
   - R → S
   - N → O
   - S → T
   - F → G
   - R → S
   - M → N
   - R → S

4. The new arrangement is: U S O T G S N S

5. Count the vowels in the new arrangement:
   - Vowels are A, E, I, O, U
   - Letters: U (vowel), S, O (vowel), T, G, S, N, S
   - Number of vowels = 2 (U and O)

**Answer:** Two

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