Suppose you have a supercomputer that can generate one billion ( 10 9 ) Hamilton circuits per second. a. Estimate (in years) how long it would take the supercomputer to generate all the Hamilton circuits in K 21 . ( Hint : There are about 3.15 × 10 7 seconds in a year.) b. Estimate (in years) how long it would take the supercomputer to generate all the Hamilton circuits in K 22 . ( Hint : There are about 3.15 × 10 7 seconds in a year.)
Suppose you have a supercomputer that can generate one billion ( 10 9 ) Hamilton circuits per second. a. Estimate (in years) how long it would take the supercomputer to generate all the Hamilton circuits in K 21 . ( Hint : There are about 3.15 × 10 7 seconds in a year.) b. Estimate (in years) how long it would take the supercomputer to generate all the Hamilton circuits in K 22 . ( Hint : There are about 3.15 × 10 7 seconds in a year.)
Solution Summary: The author explains the number of years it would take the supercomputer to generate all the Hamilton circuits in K_21.
Suppose you have a supercomputer that can generate one billion
(
10
9
)
Hamilton circuits per second.
a. Estimate (in years) how long it would take the supercomputer to generate all the Hamilton circuits in
K
21
. (Hint: There are about
3.15
×
10
7
seconds in a year.)
b. Estimate (in years) how long it would take the supercomputer to generate all the Hamilton circuits in
K
22
. (Hint: There are about
3.15
×
10
7
seconds in a year.)
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Discrete Distributions: Binomial, Poisson and Hypergeometric | Statistics for Data Science; Author: Dr. Bharatendra Rai;https://www.youtube.com/watch?v=lHhyy4JMigg;License: Standard Youtube License