Two teams Arrogant and Overconfident are participating in a cricket tournament. The odds that team Arrogant will be champion is 5 to 3, and the odds that team Overconfident will be the champion is 1 to 4. What are the odds that either Arrogant or team Overconfident will become the champion? Answers:
A) 3 to 2	B) 5 to 2	C) 6 to 1	D) 33 to 7	E) 3 to 8
Explanation :   Odds of winning Arrogant is 5/3, then their probability of winning is 5/ (5+3) i.e 5/8.   Similarly,   Odds of winning Overconfident is 1/4, then their probability of winning is 1/ (1+4) i.e 1/5.   Therefore, the probability of winning of Arrogant or Overconfident is :-   =&gt;(5/8) + (1/5).   =&gt;33/40.   Thus, the required odds will be 33/(40-33) i.e 33/7.   Answer : 33 to 7
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Two teams Arrogant and Overconfident are participating in a cricket tournament. The odds that team Arrogant will be champion is 5 to 3, and the odds that team Overconfident will be the champion is 1 to 4. What are the odds that either Arrogant or team Overconfident will become the champion?