Ramesh got Rs. 24000 as Bonus. He donated Rs. 5000 to temple. He gave Rs. 12000 to his wife, Rs. 2000 to his servant and gave rest of the amount to his daughter. Calculate the probability of (i) wife’s share (ii) Servant’s Share (iii)daughter’s share. (iv)Which values are depicted by Ramesh?
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Ramesh got as bonus= ₹ 24000
Total number of outcomes= 24000
Money Donated to temple= ₹ 5000
Money Gave to his wife= ₹ 12000
Money Gave to his servant= ₹ 2000
Total money he gave= ₹ 5000 + ₹ 12000 + ₹ 2000= ₹ 19000
Money gave to his daughter = 24000 - 19000= ₹ 5000
i) Wife’s share = ₹ 12000
Number of favourable outcomes= ₹12000
Probability = Number of favourable outcomes/ Total number of outcomes.
Required probability = P(Wife’s share) = 12000/24000= 1/2
Hence, the probability of Wife’s share = ½
ii) Servant's share = ₹ 2000
Number of favourable outcomes= ₹ 2000
Probability = Number of favourable outcomes/ Total number of outcomes.
Required probability = P(Servant's share) = 2000/24000= 1/12
Hence, the probability of Servant's share = 1/12.
iii) daughter's share = ₹ 5000
Number of favourable outcomes= ₹ 5000
Probability = Number of favourable outcomes/ Total number of outcomes.
Required probability = P(daughter's share) = 5000/24000= 5/24
Hence, the probability of daughter's share = 5/24.
iv) Here social value and religious values are depicted by Ramesh.
HOPE THIS WILL HELP YOU...
Total number of outcomes= 24000
Money Donated to temple= ₹ 5000
Money Gave to his wife= ₹ 12000
Money Gave to his servant= ₹ 2000
Total money he gave= ₹ 5000 + ₹ 12000 + ₹ 2000= ₹ 19000
Money gave to his daughter = 24000 - 19000= ₹ 5000
i) Wife’s share = ₹ 12000
Number of favourable outcomes= ₹12000
Probability = Number of favourable outcomes/ Total number of outcomes.
Required probability = P(Wife’s share) = 12000/24000= 1/2
Hence, the probability of Wife’s share = ½
ii) Servant's share = ₹ 2000
Number of favourable outcomes= ₹ 2000
Probability = Number of favourable outcomes/ Total number of outcomes.
Required probability = P(Servant's share) = 2000/24000= 1/12
Hence, the probability of Servant's share = 1/12.
iii) daughter's share = ₹ 5000
Number of favourable outcomes= ₹ 5000
Probability = Number of favourable outcomes/ Total number of outcomes.
Required probability = P(daughter's share) = 5000/24000= 5/24
Hence, the probability of daughter's share = 5/24.
iv) Here social value and religious values are depicted by Ramesh.
HOPE THIS WILL HELP YOU...
Answered by
18
Total money= ₹24000
Gave to temple=₹5000
Gave to wife=₹12000
Gave to servant=₹2000
Gave to daughter=₹(24000-12000-5000-2000)=₹5000
1. Prob. Of wife's share=
12000/24000
=1/2.
2..prob. Of share of servant=2000/24000=1/12.
3..prob. Of share of daughter=5000/24000=5/24
4... Value: Ramesh has show the values of an ideal family and cultural man, he has properly distributed his money to daughter and wife ,and also gave adequate salary to servant. He has also gave donation to temple, so that some one who is in need could be helped by his money..
Gave to temple=₹5000
Gave to wife=₹12000
Gave to servant=₹2000
Gave to daughter=₹(24000-12000-5000-2000)=₹5000
1. Prob. Of wife's share=
12000/24000
=1/2.
2..prob. Of share of servant=2000/24000=1/12.
3..prob. Of share of daughter=5000/24000=5/24
4... Value: Ramesh has show the values of an ideal family and cultural man, he has properly distributed his money to daughter and wife ,and also gave adequate salary to servant. He has also gave donation to temple, so that some one who is in need could be helped by his money..
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