Answer the questions on the basis of the in...
Answer the questions on the basis of the information given below:
A, B, C. D and E are five brothers. They have assets in the form of flats and cash only. Together they have 9 flats and each brother has at least 1 flat. Value (in terms of rupees) of all flats is equal and constant. Cash with each brother is an integral multiple of Rs. 10 lakhs. The amount of cash with B is just enough to buy one more flat, all the other brothers have cashless than that of B. E has got the maximum number of flats. A number of flats with A is equal to the sum of the number of flats with B and C. Amount of cash with B is double of that with D, but D has got assets worth Rs. 20 lakhs more than that of B.
What is the value of 1 flat?
• a)
Rs. 45 lakhs
• b)
Rs. 35 lakhs
• c)
Rs. 40 lakhs
• d)
Rs. 30 lakhs
Answer the questions on the basis of the information given below:A, ...
E has got the maximum number of flats and number of flats with A is equal to the sum of a number of flats with B and C. As there are 9 flats, so possible solutions are when E, A, B, C and D have 3, 2, 1, 1 and 2 or 4, 2, 1. 1 and 1 flats respectively.
Case I:B and D have one flat and two flats respectively.
Let the value of a flat be Rs. x. So, the amount of cash with B = x.
So total assets of B = 2x
Total assets of As D has got assets worth 20 lakhs more than that of B
Case II:
B and D have one flat each.
Let value of a flat be Rs. x. So, amount of cash with B = x
⇒ Total assets of B = 2x
Total assets of
As D has got assets worth 20 lakhs more than B
Here the value of x is coming as negative. So this case is not possible.
We can collate the final distribution of assets in the following table:
In above table B's flat is 40 lacks so,value of 1 flat is Rs 40 lacks.
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Answer the questions on the basis of the information given below:A, B, C. D and E are five brothers. They have assets in the form of flats and cash only. Together they have 9 flats and each brother has at least 1 flat. Value (in terms of rupees) of all flats is equal and constant. Cash with each brother is an integral multiple of Rs. 10 lakhs. The amount of cash with B is just enough to buy one more flat, all the other brothers have cashless than that of B. E has got the maximum number of flats. A number of flats with A is equal to the sum of the number of flats with B and C. Amount of cash with B is double of that with D, but D has got assets worth Rs. 20 lakhs more than that of B.What is the value of 1 flat?a)Rs. 45 lakhsb)Rs. 35 lakhsc)Rs. 40 lakhsd)Rs. 30 lakhsCorrect answer is option 'C'. Can you explain this answer?
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