Read the information below and then answer the questions that follow
Pallavi, Rekha and Geeta are playing a game staring with Rs 20000, Rs 16000 and Rs 10000 resp. The person who has the maximum money gives to other two an amount equal to half the difference between her amount and the respective person’s amount. The game finishes when the difference between any two of them is less than Rs 500
Read the information below and then answer the questions that follow
Pallavi, Rekha and Geeta are playing a game staring with Rs 20000, Rs 16000 and Rs 10000 resp. The person who has the maximum money gives to other two an amount equal to half the difference between her amount and the respective person’s amount. The game finishes when the difference between any two of them is less than Rs 500
The lead changes in every round
Read the information below and then answer the questions that follow
Pallavi, Rekha and Geeta are playing a game staring with Rs 20000, Rs 16000 and Rs 10000 resp. The person who has the maximum money gives to other two an amount equal to half the difference between her amount and the respective person’s amount. The game finishes when the difference between any two of them is less than Rs 500
Geeta had the maximum gain of 50% +
Answer the questions based on the information below
In order to gain the benefit from the booming real estate market, the planning team at a real estate company has put together a proposal for a housing estate. They are targeting sales coverage such that by the end of year 2, 1/6th of the buyers will own a villa and 3/4th will own a flat. 1/8th of those that will own a villa would not own a flat
Since 1/8th of those that own a villa would not own a flat, the remaining 7/8th would own a flat. So percentage that would own both is 7/8 x 1/6 = 21/32
Answer the questions based on the information below
In order to gain the benefit from the booming real estate market, the planning team at a real estate company has put together a proposal for a housing estate. They are targeting sales coverage such that by the end of year 2, 1/6th of the buyers will own a villa and 3/4th will own a flat. 1/8th of those that will own a villa would not own a flat
(1/6) + (3/4) - (7/48)