TESTfunda - CAT Question of the Day 15-Jan-14

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Testfunda
15-Jan-14
CAT Question of the Day
Einstein and Newton are playing bridge. The probability that Einstein wins a game is 0.3 and the probability that Newton wins a game is 0.7 (which means that the game never draws). Newton, being a senior, gracefully gives Einstein the option of deciding whether to play a 'best of 3' or a 'best of 5' series. Einstein, a wizard of numbers, quickly calculates probabilities and chooses what maximizes his chances of winning.

Which of the following holds?

OPTIONS
 
 1) Einstein chooses 'best of 3' and his probability of winning in a 'best of 3' series is greater than that of Newton
 2) Einstein chooses 'best of 3' and his probability of winning in a 'best of 3' series is less than that of Newton
 3) Einstein chooses 'best of 5' and his probability of winning in a 'best of 5' series is greater than that of Newton
 4) Einstein chooses 'best of 5' and his probability of winning in a 'best of 5' series is less than that of Newton
 5) The probability of Einstein winning is same in both the series and hence, the choice is a mathematical farce
Tip of the Day
Remove stage fright by participating in group discussions with friends. Make your own group, and ask one person to be the moderator.
Last year's Question of the day (14-Jan-13)
Answer the following questions based on the information given below.

For Ms. Christy, these are mathematical problems with no one optimum solution. In a building with six elevators and 10 people trying to move between floors, there are over 60 million possible combinations—too many, she says, for the elevator's computer to process in split seconds.
Why is a single optimum solution not available for elevator decision- making?
OPTIONS
 
 1)There are too many permutations and combinations to be considered.
 2)The computer cannot process over 60 million possible combinations.
 3)Decision-making for elevators is a mathematical problem.
 4)Ms. Christy is unable to process large amounts of information.
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