log 10,log100,log1000,............ are in _ progression
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Answered by
48
Step-by-step explanation:
It can be written as ,
log 10 = (1) log 10
log 100 = (2) log 10
.
.
and log 10 = 1
So the sequence become 1,2,3.......
Therefore it is Arithmetic series.
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Answered by
0
log 10, log100, log1000, ............ are in arithmetic progression
- Arithmetic progression refers to the sequence of numbers which have the common difference between the two consecutive numbers.
- The value of given numbers is -
log 1 is 1, log 100 is 2, log 1000 is 3 and so on respectively.
- The difference between the two consecutive numbers is 1.
- Hence, the given data refers to arithmetic progression.
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