Tonight at 7pm a professional basketball game featuring the Golden State Warriors and the Washington Wizards will be played at the Chase Center, an indoor arena in the Mission Bay neighborhood of San Francisco, California. Our teaching assistants Yang and Guangchu are making fair bets on the game. During office hours you learn that Yang thinks the Warriors will win and believes he is making a fair bet, assigning a probability of 5/6 or 83,% to the Warriors winning. Guangchu is betting on the Wizards and also believes he is making a fair bet, assigning a probability of 7/12 or 58% to the Wizards winning. You seek to bet a total of $N with Yang and Guangchu and capture a guaranteed, risk-free arbitrage profit. What is the minimum value of N that ensures your arbitrage profit is greater than or equal to $100? Please round your numerical answer to the nearest integer number of dollars. 1,800

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Tonight at 7pm a professional basketball game featuring the Golden State Warriors and
the Washington Wizards will be played at the Chase Center, an indoor arena in the
Mission Bay neighborhood of San Francisco, California. Our teaching assistants Yang
and Guangchu are making fair bets on the game. During office hours you learn that Yang
thinks the Warriors will win and believes he is making a fair bet, assigning a probability
of 5/6 or 83,% to the Warriors winning. Guangchu is betting on the Wizards and
also believes he is making a fair bet, assigning a probability of 7/12 or 58% to the
Wizards winning. You seek to bet a total of $N with Yang and Guangchu and capture
a guaranteed, risk-free arbitrage profit.
What is the minimum value of N that ensures your arbitrage profit is greater than or
equal to $100?
Please round your numerical answer to the nearest integer number of dollars.
1,800
Transcribed Image Text:Tonight at 7pm a professional basketball game featuring the Golden State Warriors and the Washington Wizards will be played at the Chase Center, an indoor arena in the Mission Bay neighborhood of San Francisco, California. Our teaching assistants Yang and Guangchu are making fair bets on the game. During office hours you learn that Yang thinks the Warriors will win and believes he is making a fair bet, assigning a probability of 5/6 or 83,% to the Warriors winning. Guangchu is betting on the Wizards and also believes he is making a fair bet, assigning a probability of 7/12 or 58% to the Wizards winning. You seek to bet a total of $N with Yang and Guangchu and capture a guaranteed, risk-free arbitrage profit. What is the minimum value of N that ensures your arbitrage profit is greater than or equal to $100? Please round your numerical answer to the nearest integer number of dollars. 1,800
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