Q1: A bag has 8 blue marbles, 5 red marbles, and 7 green marbles. What is the probability, as a percent, of drawing a green marble?
Q2: What is the probability, as a ratio to all possibilities, of drawing a blue marble?
Q3: If the probability of rain in Brandon is 40%, what is the probability that it won’t rain?
Q4: A coin is tossed and a six-sided die is rolled. What is the probability of tossing a heads and rolling a 4?
Q5: What is the probability of getting 2 true or false questions correct with random guesses?
Q6: What is the probability, as a reduced fraction, of drawing a red marble?
Q7: Can the probability of something occurring ever be greater than 100%?
Q8: What is the probability of rolling a seven on a regular six-sided die?
Q9: What is the probability of rolling a 6 twice in a row on a six-sided die?
Q10: What is the probability of getting 2 true or false questions both wrong with random guesses?
Q11: Calculate: 64% of 25
Q12: Calculate: 42% of 20
Q13: Calculate: 41% of 50
Q14: Calculate: 25% of 64
Q15: Calculate: 20% of 42
Q16: What is the probability of rolling an even number twice in a row on a six-sided die?
Q17: A multiple choice test has questions with options of a, b, c, or d. What is the probability of getting two questions correct with random guesses?
Q18: A baseball player has a 20% probability of hitting the ball. This player has 15 opportunities to hit. How many hits should be expected?
Q19: There is an 80% chance of rain in Winnipeg, a 10% chance of rain in Portage, and a 25% chance of rain in Thompson all on the same day. What is the probability of rain occurring in all three cities?
Q20: What is the probability of getting these same two questions wrong?
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