Question Tag: Game of Chance

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QTB – May 2016 – L1 – SB – Q4a – Statistics

This question involves calculating expected returns from a gambler’s game of chance based on different scenarios.

A gambler plays a game of chance in which he has a 60% chance of winning. If he wins, he collects N1,800, but if he loses, he pays N2,300.

Required:
i. Obtain the sample spaces respectively for 12 games and 14 games.
(2 marks)

ii. Calculate his expected returns for 12 games and 14 games.
(6 marks)

iii. Advise the gambler if he initially staked N1,000.

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QTB – May 2016 – L1 – SB – Q4a – Statistics

This question involves calculating expected returns from a gambler’s game of chance based on different scenarios.

A gambler plays a game of chance in which he has a 60% chance of winning. If he wins, he collects N1,800, but if he loses, he pays N2,300.

Required:
i. Obtain the sample spaces respectively for 12 games and 14 games.
(2 marks)

ii. Calculate his expected returns for 12 games and 14 games.
(6 marks)

iii. Advise the gambler if he initially staked N1,000.

Login or create a free account to see answers

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