aliensbrain
  • Home
  • Study
  • Quizzes
  • 🎤AI Practicefree
  • Notebooks
  • Community
  • Sign in
Multiple choice

In how many different ways can the letters of the word 'PRODUCT' be arranged so that all the vowels never come together?

  1. 5040

  2. 3220

  3. 3600

  4. 1440

  5. 1500

Reveal answer Fill a bubble to check yourself
C Correct answer
Explanation

Total arrangements of PRODUCT = 7! = 5040. Vowels O and U together = 6! x 2! = 1440. Arrangements where vowels are NOT together = 5040-1440 = 3600. Option C is correct.

Keep practicing — related questions

  • Directions: In the following question, the word in bold is used in four different ways, numbered 1 to 4. Ch...
  • Directions: In the following question, the word in bold is used in four different ways, numbered 1 to 4. Ch...
  • Directions: In the following question, the word in bold is used in four different ways, numbered 1 to 4. Ch...
  • Directions: In the following question, the word in bold is used in four different ways, numbered 1 to 4. Ch...
  • Cooking is done in many ways. Which of the following is not used as a fuel in different ways of cooking?
  • Many tiny water droplets high up in the air, come together and fall down as _____________,
  • In which of the following drivers is the net server middleware able to connect its pure java clients to man...
  • Where the amount ordered to be paid is stated differently in figures and in words, the amount stated in

Practice this chapter

  • Permutation and Combination (609 questions)
Advertisement
© Aliensbrain | all rights reserved
  • About
  • Contact
  • Terms and Condition
  • Privacy Policy