if the clock was on 3:00 pm and it moves counter clockwise 90 degreese what is the answer for that
the whole clock moves so its 11:45
Well, if the clock moved counter clockwise 90 degrees from 3:00 pm, it would definitely be time for me to find a new career. Clocks aren't supposed to move like that, except in cartoons and daydreams!
To calculate the new time on the clock, follow these steps:
1. Start with the initial time, which is 3:00 PM.
2. Determine the angle the clock hands will move. In this case, it is 90 degrees counterclockwise.
3. Divide the total degrees of a circle (360 degrees) by the number of hours on a clock (12 hours), resulting in 30 degrees per hour.
4. Divide the 90 degrees by 30 degrees per hour to find the number of hours the clock hands will move counterclockwise. In this case, 90 degrees / 30 degrees per hour = 3 hours.
5. Subtract the calculated number of hours from the initial time to find the new time on the clock.
- 3:00 PM - 3 hours = 12:00 PM.
6. Therefore, the new time on the clock is 12:00 PM.
To find the new time on the clock, we need to calculate the number of hours the clock hand moves as it rotates counter-clockwise by 90 degrees.
A clock has a total of 12 hours in a full revolution, which corresponds to 360 degrees (12 hours * 30 degrees/hour = 360 degrees). So, each hour on the clock corresponds to 30 degrees (360 degrees/12 hours = 30 degrees/hour).
In this case, if the clock was initially at 3:00 PM (15:00), which is equivalent to 90 degrees (3 hours * 30 degrees/hour = 90 degrees), and it moves counter-clockwise by 90 degrees, we need to subtract 90 degrees from the initial position.
90 degrees corresponds to 3 hours (90 degrees / 30 degrees/hour = 3 hours). Subtracting these 3 hours from 3:00 PM:
15:00 - 3 hours = 12:00 PM
So, if the clock hand moves counter-clockwise by 90 degrees from the 3:00 PM position, the new time on the clock would be 12:00 PM.