7 thieves steal some Diamonds. 2 of the thieves swindle with others and divide the diamonds between each other in 2 equal parts but one Diamond remains left. Then they call one more thief in their swindle and again divide the diamonds in three equal parts but still 1 Diamond remains left.They call every thief one by one and divide those Diamonds but in every situation 1 Diamond remains left but when they call the 7th and the last thief and divide the Diamonds in 7 equal parts then all diamonds allocated equally. Not a single Diamond remains left. Then find the number of Diamonds. Give a proper solution.
Answers
Answered by
2
Answer:
there are 7diamonds.......
sukhmani542580:
why
what happened
bro
ya you can leave but please don't call me bro
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oookkkk
yes
Kyo ld rhe ho bhai.
This answer is wrong mam.
ooookkkkk
Answered by
0
Answer:
TOTAL NO. OF DIAMONDS ARE 7
Step-by-step explanation:
AS IT IS A PRIME NO. AND CANNOT BE EQUALLY DIVIDED UNTIL DIVIDED1 TO EACH AS PRIME NOS. R DIVISIBLE BY 1 OR THE NO. ITSELF......HOPE HELPS...
Sorry to say this mam but your answer is wrong.
Suppose, when they call 4th thief and divide diamonds in 4 equal parts then according to question, only one diamond should left.
oookkk
But if the number of Diamonds are 7 then the remaining Diamonds are 3 on dividing them in 4 equal parts.
ISKA MTLB AP QUESTION KO CHALLENGE KR RHI HAIN.
nahi
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