Latest Accenture Aptitude Question SOLUTION: Q. 35674 term in 12345678910111213....

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(#M40010846) ACCENTURE Numerical Ability question math Keep an EYE

Q. 35674 term in 12345678910111213....

Asked In Accenture Abhijit (11 years ago)

Unsolved Read Solution (7)

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Pravin wanare  (11 years ago)

1 to 9=9 no.s 1 digit each no.
9 to 99=90no.s 2 digit each,total digit=90*2=180 terms
99 to 999=900 no.s 3 digit each,total digit=900*3=2700
999 to 9999=9000 no.s 4 digit each,total digit=9000*4=36,000
now till 999,we have=9+180+2700=2889 digits
till 9999 we hv=2889+36000=38889 digits but
it is more than 35675 so...we will take as..
35674-2889=32785
after 999 each no. has 4 digit
so 32785/4=8196 with remainder 1.
8196th no after 999 =999+8196=9195
next term=9196...1st digit=9 ..so ans=9

Is this solution Helpfull? Yes (28) | No (3)  

sumit piplani  (11 years ago)

1 2 3 4 5 6 7 8 9 10 11 12 .............
this is as follow means 1st term is 1 2nd term is 2 3rd term is 3 and so on so nth term is n. and so 35674th term is 35674

Is this solution Helpfull? Yes (9) | No (33)  

shilpa  (11 years ago)

according to me ...its coming 9196 then it shud be 6 only bcoz 919 is already in the sequence.....hw come 9???

Is this solution Helpfull? Yes (3) | No (1)  

surendar  (11 years ago)

35674th term is 6

Is this solution Helpfull? Yes (1) | No (8)  

AMIT KUMAR  (10 years ago)

1 to 9=9 no.s 1 digit each no.
9 to 99=90no.s 2 digit each,total digit=90*2=180 terms
99 to 999=900 no.s 3 digit each,total digit=900*3=2700
35674-2889=32785
after 999 each term has 4 digit
32785/4=8196 with remainder 1
so 8196th term after 999=999+8196=9195
next term=9196
so 1st digit of next term =9
ans.9

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Kathiresan   (9 years ago)

no of digits till 999 = 3889
the no of terms to be traveled = 3889/4 = 8196 with reminder 1
the number of terms = 999 + 8196 =9195
ans is 9

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DECODER  (7 years ago)

Ans: 7
taking the given series as an A.P series

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