how many decades it will take to spend avoGADRO'S NUMBER OF Paisa at the rate of 10 billion rupees per second?
613290
I think Avogadro's number is :- 6.023 X 10^23\nThat amount of paisa = 6.023 X 10^21 Rs.\n\n10 billion rupees @ 1 sec = 1,000,000,000 Rs @ 1 sec\n                          = 10^9 Rs / sec.\n\nTherefore, Time taken = 6.023 X 10^21 / 10^9 sec\n                      = 6.023 X 10^12 sec\n                      = 6.023 X 10^12 / 3600 hrs\n                      = 6.023 / 36 X 10^10 hrs\n                      = 0.167  X 10^10 hrs\n                      = 1.67 X 10^9 hrs\n                      = 1.67 / 24 * 365 X 10^9 yrs\n                      = 1.906 X 10^5 yrs\n\n10 yrs make 1 decade.\n\nHence, it would take approximately   1.906 X 10^4 decades to spend Avogadro's Number of paisa.
573945
No, but that may be based on the literal translation of the word "everything"!\n\nOne way to answer that is to look back over the last 10 years and see where have we been and how far have we gone.  \n\nTechnology is moving at a faster pace than all other areas.  However, it is not really moving that fast.  \n\nRich companies and rich leaders are getting richer because they have found a secret.  The secret is to let out a little new stuff every two to three years to cause mass buying of their product.  They leave some errors "BUG" in them so that people are not completely satisfied and must buy the update when it comes out.  The process keeps repeating itself over and over.  Why put out a great product if you can sell a good product several times within the next 10 years?!  No, we will not be that much farther a head in 10 years, but over time we will have computers will have evolved to do a lot more.  \n\nWe will have something like a computer/TV/radio/telephone/home security/home monitor/ whatever all built into one thinking computer!  How long it takes is up to the Rich guy in Washington State!  He did not become the riches guy in the world by being dumb!
1011935
Which one?  They're not all the same you know.\n\nLet's say 400,000 years for safe\n\nOK ok,\n\nr = 30 trillion miles\nC = 2πr\nOrbit length = 188.5 trillion miles\nPluto orbits at something like 2 km/sec which translates to 5369 mph.  Let's divide that by 4 for silly [Outer objects travel slower than inner objects].  That's 1342 mph.  Dividing...\n140,461,997 hours.  16,023 earth years.
88394
Probably ten minutes after the first money, back, 4th century BC Lydia (if I recall correctly).
31649
Billions and Billions!
48032
10,000,000,000,000,000,\n000,000,000
14752
You should read Ray Kurzeils "The Singularity is Near"  and understand the law of accelerating returns. \n\nIn 50 years time we may be life, Jim, but not as we know it...
445906
10 times 10 times 10 1000\nyou could use a calculator alot easier
808342
Ancelor Mittal $31 billion\nTata Corus 4.5 billion
9180
This would depend on how fast you count.  Even a small variance in the amount of time it takes to say each number would have a HUGE impact when accumulated over 1 billion counts.  So we can only make an "If, then" statement... That is "If we count two numbers per second, then this is how long it would take..."\n\nSo let's say you counted exactly two numbers per second.  It would take you 2 billion seconds to do this.  That's somewhere around 63 and a half years, if I did the math right.
852208
Sorry but milleniums are measured in years. there are 1000 years in a millenium.
373306
It is supposed to be more than 2000 years.\nSee reference article.
1148339
It wont be possible till about ten years.
655222
i would estimate that it should take between 10 mins to 10 years depending on the job\n\nhope this helps
478104
Billions\n:D\n:D\n:D\n:D\n:D
684466
Wikipedia says 'billions of decimal places'. I think there are computers continuing to calculate it at the moment so the answer is different now than it will be in 15 minutes when you need it!\n\nhttp://www.angio.net/pi/piquery has 200 million. Enough for now?
612298
up to 10 trillion watts