That naturally depends on how fast you count.
If you count at the rate of 10 per second and never take a break, it would
take you roughly 1081 years .
That's about (7 x 1070) times the estimated time elapsed since the Big Bang.
Googol is not a real number.
There are roughly 31.5 million seconds each year. If you counted TWO numbers every second, it would take you about 1.584 * 1090 centuries!!! See the related link below.
599,999 days.
Very probably: a long time!! It depends on the speed of your counting though, and whether you're counting up in 1s or in googolplexes. -- Let's suppose you can count at the speed of light. That means that in one second you can count 186,000 digits. Even with that, it would take you approximately 10^18 years to count to googolplex. (That's 1000000000000000000 years, or One Quintillion years) Simply put, if you started counting at light speed the second the Big Bang you'd still be nowhere NEAR googolplex. And larger still is the Googolplexplex and the Graham's Number.
It would take about 3.2 years.
Googol is not a real number.
It would take a prohibitively long time. A "googol" is 10100 (a very large number). There are only about 1080 atoms in the observable universe.
Of course. You wouldn't want to, though, as it would take millions of years.
There are roughly 31.5 million seconds each year. If you counted TWO numbers every second, it would take you about 1.584 * 1090 centuries!!! See the related link below.
It would take nothing
You're asking "how long is a googol seconds".1 googol = 101001 year = 31,557,600 seconds (rounded)10100/31,557,600 = 3,168,808,781,000 x 1080 (rounded)In round numbers, the job would take you3,168,808,781,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000centuries.The extra years, months, days, hours, minutes, and seconds shriveled up andfaded away in the rounding. They don't make any difference. And frankly, neitherdoes the question. It would have been a great arithmetic exercise if you haddone the work, but instead, you had us do it, and now you have nothing butthe answer, which ... be honest ... is really pretty worthless.
That depends on how fast you can count.
Writing out a googol, which is the number 10^100, would take an impractically long time if done by hand, as it consists of the digit "1" followed by 100 zeros. If you were to write one digit per second, it would take over three years to complete. In contrast, typing it on a computer would be almost instantaneous, taking only a fraction of a second.
It would take about a googolplex - it doesn't make much difference, in this case, whether you are talking about googolplex of nanoseconds, seconds, or millennia. Nor does it make much difference whether you count a million numbers every second, or take a year for each number. In any case, it would be much, much more than the current age of the Universe.
599,999 days.
depends how fast you count but if u count by seconds it would take about 100 seconds if u count too 120 it would take u 120 seconds or to be more closer 2 minutes
Very probably: a long time!! It depends on the speed of your counting though, and whether you're counting up in 1s or in googolplexes. -- Let's suppose you can count at the speed of light. That means that in one second you can count 186,000 digits. Even with that, it would take you approximately 10^18 years to count to googolplex. (That's 1000000000000000000 years, or One Quintillion years) Simply put, if you started counting at light speed the second the Big Bang you'd still be nowhere NEAR googolplex. And larger still is the Googolplexplex and the Graham's Number.