The number of 3 -digit natural numbers which are divisible by 11 is?
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Answer:
there are 89 number of3 -digit natural numbers which are divisible by 11
Step-by-step explanation:
First three digit number divisible by 11 =110
Last three digit number divisible by 11.=990
The required numbers form an AP with a common difference of 11
If the total numbers are = n
Then
990=110+(n-1)×11
(n-1)×11=990–110=880
Hence n-1=880/11=88
And n=88+1=89
Hence there are 89 three digit numbers divisible by 11.
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