Given that the logarithm of 7623 is 3.8821, what is the logarithm for each answer listed below? a. 0.8821 b. 7.8821 c. 1.8821?
回答 (4)
Here is the solution to what I think problem a) should have been, but wasn't
log7623 = 3.8821
log(a/b) = log(a) - log(b)
log7.623 = log(7623/1000) = log7623 - log1000 = 3.8821 - 3 = 0.8821
summary: 0.8821 = log7.623
Do you want the logarithm of 0.8821, or the number whose logarithm is 0.8821?
log(7.623) = log(7623/1000)
= log(7623) - log(1000)
= 3.8821 - 3
= 0.8821
:::::
log(7623×10000) = log(7623) + log(10000)
= 3.8821 + 4
= 7.8821
:::::
log(76.23) = log(7623/100)
= log(7623) - log(100)
= 3.8821 - 2
= 1.8821
7623 = 7.623 * 10^3
so a) 7.623
b)7.623*10^7
c)76.23
a/
7.623
b/
76230
c/
76.23
收錄日期: 2021-04-24 00:31:22
原文連結 [永久失效]:
https://hk.answers.yahoo.com/question/index?qid=20170514013832AAYjQpi
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