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Mr X and Y enter into a railway into a railway compartment having six vacant seats . The number of ways in which they can occupy the seats is?
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Mr X and Y enter into a railway into a railway compartment having six ...
Calculation of the number of ways Mr. X and Y can occupy the seats:
- Step 1: Seat Selection
Firstly, Mr. X can choose any of the 6 vacant seats available.
After Mr. X has chosen a seat, Mr. Y can choose any of the remaining 5 seats.
- Step 2: Arrangement
Once both Mr. X and Mr. Y have selected their seats, the arrangement among them is fixed. Therefore, there is only 1 way in which they can occupy the seats together.
- Combining Steps
To find the total number of ways in which Mr. X and Y can occupy the seats, we multiply the number of ways in Step 1 with the number of ways in Step 2.
- Calculation
Number of ways Mr. X can choose a seat = 6 ways
Number of ways Mr. Y can choose a seat = 5 ways
Number of ways they can occupy the seats together = 1 way
Therefore, the total number of ways in which Mr. X and Y can occupy the seats = 6 * 5 * 1 = 30 ways.
Therefore, there are 30 ways in which Mr. X and Y can occupy the seats in the railway compartment.
- Step 1: Seat Selection
Firstly, Mr. X can choose any of the 6 vacant seats available.
After Mr. X has chosen a seat, Mr. Y can choose any of the remaining 5 seats.
- Step 2: Arrangement
Once both Mr. X and Mr. Y have selected their seats, the arrangement among them is fixed. Therefore, there is only 1 way in which they can occupy the seats together.
- Combining Steps
To find the total number of ways in which Mr. X and Y can occupy the seats, we multiply the number of ways in Step 1 with the number of ways in Step 2.
- Calculation
Number of ways Mr. X can choose a seat = 6 ways
Number of ways Mr. Y can choose a seat = 5 ways
Number of ways they can occupy the seats together = 1 way
Therefore, the total number of ways in which Mr. X and Y can occupy the seats = 6 * 5 * 1 = 30 ways.
Therefore, there are 30 ways in which Mr. X and Y can occupy the seats in the railway compartment.
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Mr X and Y enter into a railway into a railway compartment having six vacant seats . The number of ways in which they can occupy the seats is?
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Mr X and Y enter into a railway into a railway compartment having six vacant seats . The number of ways in which they can occupy the seats is? for CA Foundation 2025 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about Mr X and Y enter into a railway into a railway compartment having six vacant seats . The number of ways in which they can occupy the seats is? covers all topics & solutions for CA Foundation 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Mr X and Y enter into a railway into a railway compartment having six vacant seats . The number of ways in which they can occupy the seats is?.
Mr X and Y enter into a railway into a railway compartment having six vacant seats . The number of ways in which they can occupy the seats is? for CA Foundation 2025 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about Mr X and Y enter into a railway into a railway compartment having six vacant seats . The number of ways in which they can occupy the seats is? covers all topics & solutions for CA Foundation 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Mr X and Y enter into a railway into a railway compartment having six vacant seats . The number of ways in which they can occupy the seats is?.
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