S(M) denotes the sum of the digits of a positive integer M written in base 10.Let N be the smallest positive integer such that S(N)=2013, then S(5N+2013)=? Example; S(201)=2+0+1=3

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Sourabh Singh · Answer

It will only be minimum if you consider numbers to be in increasing order eg 1023456789... and so on find out the value of N and you will get the answer for required question

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S(M) denotes the sum of the digits of a positive integer M written in base 10.Let N be the smallest positive integer such that S(N)=2013, then S(5N+2013)=? Example; S(201)=2+0+1=3

S(M) denotes the sum of the digits of a positive integer M written in base 10.Let N be the smallest positive integer such that
S(N)=2013,
then S(5N+2013)=?
Example;
S(201)=2+0+1=3

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S(M) denotes the sum of the digits of a positive integer M written in base 10.Let N be the smallest positive integer such that S(N)=2013, then S(5N+2013)=? Example; S(201)=2+0+1=3

S(M) denotes the sum of the digits of a positive integer M written in base 10.Let N be the smallest positive integer such that S(N)=2013,then S(5N+2013)=?Example;S(201)=2+0+1=3

1 Answers

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Other Related Questions on 10 grade maths

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S(M) denotes the sum of the digits of a positive integer M written in base 10.Let N be the smallest positive integer such that
S(N)=2013,
then S(5N+2013)=?
Example;
S(201)=2+0+1=3