1 nanosecond = 10-9 sec = 0.000000001 sec = 1 billionth of a sec. (Roughly the time it takes light/radio to travel one foot.)
A googol.
Well, darling, after 1 googol comes 1 googol and one. It's as simple as that. Just add one to the big ol' number and you've got your answer. Keep counting if you've got the time and patience, but I'm not here to hold your hand through the whole process.
time
In the 1940s. A more detailed time-frame is not readily available.
I assume you mean nanosecond. The prefix nano- means "one billionth of" or "multiplied by 10-9". So a nanosecond is 10-9 seconds or one billionth of a second. As the speed of light is 299 792 458 m/s, a nanosecond is the time a beam of light would take to travel 0.299 m or (essentially) 30 cm or 1 foot
A nanosecond is one billionth of a second. One second is a billion nanoseconds. It is a VERY small slice of time.
Time. A nanosecond is 0.0000000001 of a second, a thousand millionth part. A frequency of 1Ghz, a slow CPU by todays standards, will complete 1 function cycle in 1 nanosecond.
The term "nanosecond" was coined by Wallace Eckert in the 1960s. However, the concept of a nanosecond as a unit of time measurement was widely adopted and popularized by the scientific community in the mid-20th century.
nanosecond.
The time differs, when you blink it is near a nanosecond, but you can close them slowly like as if you were falling asleep....
She measured the reaction time in nanoseconds to accurately capture the speed of the process.
A nano second is 1 billionth of a second. So there are 999,999,999 nano seconds difference between a second and a nanosecond
1 nanosecond = 10-9 sec = 0.000000001 sec = 1 billionth of a sec. (Roughly the time it takes light/radio to travel one foot.)
You take one second of time, like the space between two ticks of a clock, and you slice it up into a billion equal pieces of time. Each piece lasts for one nanosecond.
One trillionth of a second is equal to one nanosecond. This is a very small unit of time commonly used in measuring computer processing speeds and electronic communication.
The electron spends a very short amount of time in the accelerating region—only a fraction of a nanosecond. During this time, it gains energy and accelerates due to the electric field present in the region.