1 दुकान से 7 चोरों ने कुछ चूडियाँ चुराईं और भागकर 1 जंगल में छिप गये ।रात होने पर सभी सो गये ।आधी रात को 2 चोर उठे, उन्होंने कहा आपस में बाँट लें, बराबर बराबर बांटने के
बाद 1 चूडी बची ।अब उन्होंने निश्चय किया कि तीसरे को जगाकर 3 बराबर हिस्से कर लें, लेकिन फिर
1 चूडी बची ।चौथे को जगाकर 4 बराबर हिस्से किये फिर 1 चूडी बची ।इस प्रकार 6 वें तक बराबर हिस्से करने पर 1 चूडी बचती रहीलेकिन 7 वें को जगाकर 7 बराबर हिस्से किये ताे 7 बराबर हिस्से होने के बाद 1
भी चूडी नहीं बची ।अब बतायें कितनी चूडियां चुरायीं थीं?
Answers
Answered by
20
anwer is 301
it is divisible by 7 .but not by2,3,4,5,6'
hope it will help u.pls mark it as brainliest anwer
it is divisible by 7 .but not by2,3,4,5,6'
hope it will help u.pls mark it as brainliest anwer
Answered by
15
the answer is simple:
we have to find a number which is :
when divided by 2,3,4,5,6, leaves remainder 1
and it is completely divisible by 7
the LCM of 2,3,4,5,6,=60
it should leave remainder 1
so the number is 60+1=61
but 61 is not divisible by 7
the next number which comes in the series is
60x2+1
=121
lets try 60x5+1=301
it is divisible by 7
therefore 301 chudiya thi
hope it helps and pls mark as best answer
we have to find a number which is :
when divided by 2,3,4,5,6, leaves remainder 1
and it is completely divisible by 7
the LCM of 2,3,4,5,6,=60
it should leave remainder 1
so the number is 60+1=61
but 61 is not divisible by 7
the next number which comes in the series is
60x2+1
=121
lets try 60x5+1=301
it is divisible by 7
therefore 301 chudiya thi
hope it helps and pls mark as best answer
saranshbibiyan2:
hey adarsh
Similar questions