Latest MBA Aptitude Question SOLUTION: p,q,r,s are natural numbers in increasing order such that p, q, r is an arithmetic progression; q, r, s is a geometric progression, and s - p = 30. Then p + q + r + s is

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Previous Question: 8 players compete in a tournament. Everyone plays everyone else just once. The winner of a game gets 1, the loser 0, or each gets 1/2 if the game is drawn. The final result is that everyone gets a different score and the player placing second gets the same as the total of the four bottom players. What was the result of the game between the player placing third and the player placing seventh?

1) Third player wins
2) Seventh player wins
3) The match ends in a draw
4) Cannot be determined
Next Question: There is a 12*6 grid...grid contains 1*1 squares. What is d total number of squares..(consider 1*1,2*2,3*3,4*4,5*5,6*6 size squares as well)

1) 217
2) 229
3) 314
4) 265

(#M40015500) MBA question number systems, progressions Keep an EYE

p,q,r,s are natural numbers in increasing order such that p, q, r is an arithmetic progression; q, r, s is a geometric progression, and s - p = 30. Then p + q + r + s is

1) 129
2) 139
3) 149
4) 169

Asked In MBA (11 years ago)

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Previous Question: 8 players compete in a tournament. Everyone plays everyone else just once. The winner of a game gets 1, the loser 0, or each gets 1/2 if the game is drawn. The final result is that everyone gets a different score and the player placing second gets the same as the total of the four bottom players. What was the result of the game between the player placing third and the player placing seventh?

1) Third player wins
2) Seventh player wins
3) The match ends in a draw
4) Cannot be determined
Next Question: There is a 12*6 grid...grid contains 1*1 squares. What is d total number of squares..(consider 1*1,2*2,3*3,4*4,5*5,6*6 size squares as well)

1) 217
2) 229
3) 314
4) 265

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