Suppose a computer takes 1 nanosecond (=10−9 second) to execute each operation. Approximately how long will it take the computer to execute the following numbers of operations? Convert your answers into seconds, minutes, hours, days, weeks, or years, as appropriate. For example, instead of 250 nanoseconds, write 13 days. (a) log2(160)(Round your answer, in seconds, to ten decimal places.) ? sec(b) 160 (Round your answer, in seconds, to eight decimal places.) ? sec(c) 160 log2(160) (Round your answer, in seconds, to eight decimal places.) ? sec(d)1602 (Round your answer, in seconds, to eight decimal places.) ? sec(e) 1608 (Round your answer, in years, to two decimal places.) ? yr(f) 2160 (Enter your answer, in years, using scientific notation. Round your coefficient to two decimal places.) ____?____✕ 10 ^__?__ yr Suppose a computer takes 1 nanosecond (=10-9 second) to execute each operation. Approximately how long will it take the computer to execute the following numbers of operations? Convert your answers into seconds, minutes, hours, days, weeks, or years, asappropriate. For example, instead of 250 nanoseconds, write 13 days.(a) log,(160) (Round your answer, in seconds, to ten decimal places.)sec(b) 160 (Round your answer, in seconds, to eight decimal places.)sec(c) 160 log, (160) (Round your answer, in seconds, to eight decimal places.)sec(d) 1602 (Round your answer, in seconds, to eight decimal places.)sec(e) 160° (Round your answer, in years, to two decimal places.)yr(f) 2100 (Enter your answer, in years, using scientific notation. Round your coefficient to two decimal places.)х 10yr

(a) Given that, 1 nanosecond=10−9 second. Obtain the value of log2160. log2160=log10160log102 logba=logcalogcb=7.32192809 Write the log2160 in to seconds as 7.32192809×10-9=0.0000000073. Therefore, the log2160=0.0000000073 seconds.(b) Obtain the value of 160. Write the 160 in to seconds as 160×10-9=0.00000016. Therefore, the 160=0.00000016 seconds.(c) Obtain the value of 160 log2160. 160 log2160=log10160log102 logba=logcalogcb=160×7.32192809=1171.5084944 Write the 160log2160 in to seconds as 1171.5084944×10-9=0.00000117. Therefore, the 160log2160=0.00000117 seconds.

Answered: Suppose a computer takes 1 nanosecond…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Suppose a computer takes 1 nanosecond (=10⁻⁹ second)
to execute each operation. Approximately how long will it take the computer to execute the following numbers of operations? Convert your answers into seconds, minutes, hours, days, weeks, or years, as appropriate. For example, instead of 250 nanoseconds, write 13 days.

(a) log₂(160)(Round your answer, in seconds, to ten decimal places.) ? sec

(b) 160 (Round your answer, in seconds, to eight decimal places.) ? sec

(d)160²(Round your answer, in seconds, to eight decimal places.)

? sec

(e) 160⁸ (Round your answer, in years, to two decimal places.)

? yr

(f) 2¹⁶⁰ (Enter your answer, in years, using scientific notation. Round your coefficient to two decimal places.) ____?____✕ 10 ^__?__ yr

Suppose a computer takes 1 nanosecond (=10-9 second) to execute each operation. Approximately how long will it take the computer to execute the following numbers of operations? Convert your answers into seconds, minutes, hours, days, weeks, or years, as
appropriate. For example, instead of 250 nanoseconds, write 13 days.
(a) log,(160) (Round your answer, in seconds, to ten decimal places.)
sec
(b) 160 (Round your answer, in seconds, to eight decimal places.)
sec
(c) 160 log, (160) (Round your answer, in seconds, to eight decimal places.)
sec
(d) 1602 (Round your answer, in seconds, to eight decimal places.)
sec
(e) 160° (Round your answer, in years, to two decimal places.)
yr
(f) 2100 (Enter your answer, in years, using scientific notation. Round your coefficient to two decimal places.)
х 10
yr

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