Four.
There are 93 such events.
There are exactly 114 palindromes on a digital clock in a 24 hour period. I was asked to do this problem for homework and so theres your answer.
hjalfvhbjhz
1:35
1435
36 times
36 times
A digital clock will have the greatest sum if added up at nine fifty nine. That would be three digits, not four.
If you have the Maximum clock frequency, then you can figure out the minimum clock period using this formula: 1/(minimum clock period) = (Maximum clock frequency).
There are 93 such events.
The sum of the digits on a digital clock is the greatest when the time is 9:59. At this time, the sum of the digits is 9 + 5 + 9 = 23. This is the highest possible sum because the maximum value for each digit on a digital clock is 9.
36 times. Hint: Seven, eight and nine can all be discarded.
Ah, a quarter past four in the afternoon on a twenty-four-hour digital clock would be displayed as 16:15. Just imagine the clock as a canvas, with the hour hand pointing to the 16 for 4 o'clock, and the minute hand at the 3 for a quarter past. Isn't telling time like painting a beautiful picture?
On a digital clock, twenty-five to five is shown as 4:35. The hour hand points to the 4, representing 4 o'clock, while the minute hand is on the 7th minute mark, indicating 35 minutes. The colon between the hour and minute digits separates the hours and minutes on a digital clock display.
There are exactly 114 palindromes on a digital clock in a 24 hour period. I was asked to do this problem for homework and so theres your answer.
hjalfvhbjhz
1:35