Convert also km-s to meters.Tonia said:I am not sure how to convert from 1,000 km/h to m/s, I think I divide it by 3600 seconds which would equal 0.277 km/s, so how do I change that to 278 m/s?
Tonia said:1,000 km/hr to met./sec. = 1,000km X 1,000met. = 1,000,000 met./ hr
1,000,000 met. divided by 3600 seconds = 277.7met./sec. = 278 met./sec.
Equation used: 1/ (squr rt 1 - v^2) = 1/ (squrrt 1 - 278^2/3.00 X 10^8 met./sec. = 1/ 1 - 77284/3.0 E8 = 1/-77283/3.0 E8 = 1/-2.5761e12 The Answer is supposed to be 1.54 Nanoseconds, what am I doing wrong?
An atomic clock is a highly accurate timekeeping device that uses the resonant frequency of atoms to measure time. It is considered the most accurate type of clock currently available, with a margin of error of only one nanosecond every 100 million years.
An atomic clock uses the oscillations of atoms, usually cesium or rubidium, to measure time. The atoms are excited to a higher energy state and then allowed to fall back to their ground state, emitting electromagnetic radiation at a specific frequency. This frequency is used to keep time and is extremely stable and consistent.
The atomic clock problem refers to the challenge of accurately calculating the difference in time, measured in nanoseconds, between two atomic clocks. This problem is important in fields such as space navigation and telecommunications, where precise timing is crucial.
To calculate the difference in nanoseconds between atomic clocks, scientists use a technique called time transfer. This involves comparing the time signals from two atomic clocks and using a series of calibration steps to account for any delays or errors in the measurement process. This results in a highly accurate calculation of the nanoseconds difference between the two clocks.
Accurately calculating nanoseconds difference between atomic clocks is important because it allows for precise synchronization of time in various systems and devices. This is crucial in fields such as GPS navigation, where even a small difference in time can lead to significant errors in location. It also enables more efficient and reliable communication between systems that rely on precise timing.