find the sum of all those natural number between 100 and 1000 which are completely divisible by 9
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Answered by
3
use the formula n/2(l+n)
and u will get the answer
and u will get the answer
Answered by
4
108,117..........999,
n=(999-108)/9 + 1,
n=99+1=100,
then
Sum=100/2[2×108+99×9],
sum=50[216+891],
=50×1107,
then
sum=55350
n=(999-108)/9 + 1,
n=99+1=100,
then
Sum=100/2[2×108+99×9],
sum=50[216+891],
=50×1107,
then
sum=55350
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