The video tutorial explores the concept of expected values in games of chance, demonstrating why gambling is generally a poor financial decision. It analyzes various games, including roulette, football wagering, and lottery games, calculating the expected values and house edges for each. The tutorial uses Excel for calculations and simulations, showing that the house always has an edge, leading to expected losses for players.

What is the main purpose of calculating expected values in games of chance?

• To predict the next outcome in a game

• To calculate the exact winnings in each game

• To understand the average outcome over time

• To determine the probability of winning

In the context of gambling, what does the term 'house edge' refer to?

• The total amount wagered by players

• The probability of winning a game

• The percentage of each bet that the casino expects to keep

• The advantage the player has over the casino

How many black spaces are there on a standard roulette wheel?

• 18

• 20

• 2

• 38

What is the expected value of betting $5 on black in roulette?

• Zero

• Positive twenty-six cents

• Negative twenty-six cents

• Five dollars

In the roulette simulation, how many games were played?

• 1,000

• 5,000

• 20,000

• 10,000

What was the average loss per game in the roulette simulation?

• Twenty cents

• Thirty cents

• Twenty-six cents

• Twenty-eight point eight cents

In football wagering, what is the term for the extra amount a bettor must risk to win $100?

• Stake

• Juice or vigorish

• Spread

• Odds

What is the expected value for a $100 bet in football wagering?

• Negative ten dollars

• Zero

• Negative five dollars

• Positive five dollars

In the lottery game example, what is the prize for selecting the correct three-digit number?

• $100

• $5,000

• $500

• $1,000

What is the house edge in the lottery game example?

• 5%

• 60%

• 50%

• 10%