The Missing Minute Riddle 🕰️

The Missing Minute Riddle 🕰️

A clock chimes once at 1:00, twice at 2:00, three times at 3:00, and so on, until it chimes 12 times at 12:00. If it chimes exactly once at 1:00 PM and 12 times at 12:00 midnight, how many chimes will the clock make in 24 hours?

The Missing Minute Riddle

Hint;

The key here is to focus on how many times the clock chimes during a full day. The clock chimes a number of times equal to the hour: once at 1:00, twice at 2:00, and so on, up to 12 times at 12:00.

To find the total number of chimes in 24 hours, you’ll need to account for the 12 hours of the day (from 1:00 to 12:00) and then repeat that for the second cycle of 12 hours (from 1:00 PM to 12:00 AM).

Try adding up the chimes for the first 12 hours and then doubling it for the second 12 hours!

Answer:

Understanding the Problem:

  • The clock chimes once at 1:00, twice at 2:00, three times at 3:00, and so on, until it chimes 12 times at 12:00.
  • You need to calculate how many chimes the clock makes in 24 hours.

Step-by-Step Breakdown:

  1. First 12 hours: The total number of chimes during the first 12 hours is the sum of the numbers from 1 to 12 (because it chimes once at 1:00, twice at 2:00, etc.).

1+2+3+4+5+6+7+8+9+10+11+12=78chimes

Second 12 hours: The second set of 12 hours (from 1:00 PM to 12:00 AM) will repeat the same pattern, so the total chimes in the second cycle is also 78 chimes.

Total Chimes:

Adding up the chimes from both sets of 12 hours:

78chimes (first 12 hours)+78chimes (second 12 hours)=156chimes

Conclusion:

The clock will make a total of 156 chimes in 24 hours.

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