mean of first natural numbers is 20 then n=
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4
Sum of first 'n' natural numbers= n*(n+1)/2
For eg: 1+2+3=6 (n=3,n-1=2, sum= 3*2=6)
Mean = sum/number of quantities
Mean = n*(n+1)/2*n = n+1/2
Given,mean=20
(n+1)/2=20
n+1=40
n=39
For eg: 1+2+3=6 (n=3,n-1=2, sum= 3*2=6)
Mean = sum/number of quantities
Mean = n*(n+1)/2*n = n+1/2
Given,mean=20
(n+1)/2=20
n+1=40
n=39
Answered by
2
mean = total sum of numbers / count of the numbers
sum of first 'n' natural number's = n*(n+1)/2
so mean = (n*(n+1)/2) /n = (n+1)/2 = 20
=> n = 39
sum of first 'n' natural number's = n*(n+1)/2
so mean = (n*(n+1)/2) /n = (n+1)/2 = 20
=> n = 39
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