Find the sum of all three digit number which when divided by 5 leaves a remainder 3
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6
the sum of three digit least no whose divisible by 5 remaining 3=103
the sum of three digit highest no whose divisible 5 remaining 3=998
prove it
[5)103 (2
=_10___
remainder= 3
5)998(199
=_ 5___
=49
__45___
=48
__45___
remainder=3
the sum of three digit highest no whose divisible 5 remaining 3=998
prove it
[5)103 (2
=_10___
remainder= 3
5)998(199
=_ 5___
=49
__45___
=48
__45___
remainder=3
arbazhaider:
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Answered by
8
Hello...
A.T.Q
smallest 3 digit number =103
largest 3 digit number =998
3 digit number after 103=108
ap is formed 103,108........998
first term=103
common difference=5
Total no. of three digit numbers which leave the remainder 3 when divided by 5=n
998=103+(n-1)5
180=n
sum of ap=180/2 *(103+998)=90*1101
=99090
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