@htomar said:N is the sum of the squares of three consecutive odd numbers such that all the digits of N are the same. If N is a four-digit number, then the value of N isA. 3333B. 5555C. 7777D. 9999
41^2+43^2+45^2=5555
@htomar said:N is the sum of the squares of three consecutive odd numbers such that all the digits of N are the same. If N is a four-digit number, then the value of N isA. 3333B. 5555C. 7777D. 9999
@htomar said:N is the sum of the squares of three consecutive odd numbers such that all the digits of N are the same. If N is a four-digit number, then the value of N isA. 3333B. 5555C. 7777D. 9999
@htomar said:N is the sum of the squares of three consecutive odd numbers such that all the digits of N are the same. If N is a four-digit number, then the value of N isA. 3333B. 5555C. 7777D. 9999
Let N = 2^15 * 3^12 . How many factors of N^2 are less than N but do not divide N completely?
@htomar said:Let N = 2^15 * 3^12 . How many factors of N^2 are less than N but do not divide N completely?A. 387B. 180C. 208D. 310
@htomar said:Let N = 2^15 * 3^12 . How many factors of N^2 are less than N but do not divide N completely?A. 387B. 180C. 208D. 310
@chillfactor said:
@htomar said:Let N = 2^15 * 3^12 . How many factors of N^2 are less than N but do not divide N completely?A. 387B. 180C. 208D. 310

@kingsleyx said:no. of factors for N= 208no. of factors for N^2= 775No. of factors of N^2 which are less than or equal to N = 388less than N but do not divide N completely = 388-208 =180
@kingsleyx said:no. of factors for N= 208no. of factors for N^2= 775No. of factors of N^2 which are less than or equal to N = 388less than N but do not divide N completely = 388-208 =180
@rubikmath said:how did u find no.of factors of n^2 less than or equal to n ?
@mailtoankit said:388 kaise aaya bhai..plz explain??
@chillfactor said:
@scrabbler said:I was looking at the answers of other people to the question posted by @chillfactor and I noticed that most people seem to have done it by listing out the paths - my method was quite different.When I do such problems by listing I usually end up missing out on a few, so for those klutzes like me who can't count ) I'm attaching the logic I use...it can be very quick and reliable with practice, for most such "paths from X to Y" type of problems. regardsscrabbler
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@sonamaries7 said:2- [ rt(640522209)/rt(3600840049)]? 0.66630390.6660290.666009none of the above @scrabbler ,@rubikmath@ayushnasa : pencil chor, yeh solve kar
@sonamaries7 said:2- [ rt(640522209)/rt(3600840049)]? 0.66630390.6660290.666009none of the above @scrabbler ,@rubikmath@ayushnasa : pencil chor, yeh solve kar
@sonamaries7 said:2- [ rt(640522209)/rt(3600840049)]? 0.66630390.6660290.666009none of the above @scrabbler ,@rubikmath@ayushnasa : pencil chor, yeh solve kar