01. OLD WOMAN'S WILL
An old woman wants to divide her 19 camels among her 3
daughter. According to old woman the oldest daughter should get
half of the camels, the middle daughter should get = of the camels
and the youngest daughter should get of the camels. After her
death her daughters were not able to divide the camels as the result
was coming in fractions. Just then their aunt arrived. She proposed
a solution with which all the daughter got their share in the
property. Their aunt added 1 camel to the group of camels.
1. What was the advice given?
2. What is the share of 3 daughters after division?
3. Calculate the ratio of share of three daughters before and
after division?
4. Can you justify the above division of camels by LCM
5. 1 Student added and got - and which is less than
1. How will you justify this?
6. If one camel occupies area of 3m2 , find what will be area
of shed of three daughters if each shed also include one
hay stack bundled in cuboids of length 200cm and
breadth 100 cm and height 50cm ?
#
Answers
Answer:
what was the advice given,?
Shares of all the daughter should have been added to 1 then camel distribution would have been proper
Step-by-step explanation:
Solution to this problem is not mathematically correct
but this is a practical solution
Lets add One Camel Here
then Total camel = 19 + 1 = 20
Her Oldest Daughter will get = 20/2 = 10
Middle Daughter will get = 20/4 = 5
Youngest Daughter will get = 20/5 = 4
Total came distributed = 10 + 5 + 4 = 19
And Camel added is still available
Actually issue is there that Lady before death did not distribute all camels
Just distributed
1/2 + 1/5 + 1/4 = 19/20 of available 19 Camels
But here we distributed all the camels to (19/20 part)
Hence Share of each increased to (20/19) of original share
1/2 = 20/38
1/5 = 20/95
1/4 = 20/76
20/38 + 20/95 + 20/76 = 380/380 = 1
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