Question

2. A rich old Arab has three sons. When he died, he willed his 17 camels to the sons, to be divided as
follows: First Son to get 1/2 of the camels, Second Son to get 1/3rd of the camels, Third Son to get 1/9th
of the camels. The sons are sitting there trying to figure out how this can possibly be done, when a very
old wise man goes riding by on his camel. They stop him and ask him to help them solve their problem.
Without hesitation he divides the camels properly and continues riding on his way. I low did he do it?
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Answer 1

Answer:

HE JUST USED SIMPLE TECHNIQUE I.E. TOOK A CALCULATOR AND SAID FIRST MAN SHOULD GET 1/2 BUT 17/2 IS NOT NATURAL NUMBER SO HE ADDED ONE CAMEL 18/2

FIRST PERSON GOT 9 CAMELS AND SEOND GOT 6 AND THIRD GOT 2 CAMELS AND SEE ONE CMAEL REMAINED AND HE SAID IT IS MINE AND THEREFORE EVERYONE GOT THE EXACT CAMELS AS PER YOUR INSTRUCTIONS

Step-by-step explanation:

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Answer 2

Answer:

HE JUST USED SIMPLE TECHNIQUE I.E. TOOK A CALCULATOR AND SAID FIRST MAN SHOULD GET 1/2 BUT 17/2 IS NOT NATURAL NUMBER SO HE ADDED ONE CAMEL 18/2

FIRST PERSON GOT 9 CAMELS AND SEOND GOT 6 AND THIRD GOT 2 CAMELS AND SEE ONE CMAEL REMAINED AND HE SAID IT IS MINE AND THEREFORE EVERYONE GOT THE EXACT CAMELS

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