Is log100 is a rational or irrational number and how
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1
log100 is rational
since, log100=log10^{2}
log100=2log10=2(log10=1)
since, log100=log10^{2}
log100=2log10=2(log10=1)
Answered by
6
let x= log 100
x= log 10²
x= 2 log 10 [∵log a^n = n * log a]
x= 2 [ log 10 = 1 ]
10
x=2 /1 is a rational number
∴log 100 is a rational number
x= log 10²
x= 2 log 10 [∵log a^n = n * log a]
x= 2 [ log 10 = 1 ]
10
x=2 /1 is a rational number
∴log 100 is a rational number
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