SP.5

It is neither likely nor unlikely for a coin to land on heads. Which could be the probability of the coin landing on heads?

• 5.0

• 1.0

• 0.5

• 0.1

Which statement is true?

• A) A probability of 1 indicates an event is unlikely to happen.

• C) A probability of 0.25 indicates an event will definitely not happen.

• D) A probability of -1 indicates an event will definitely happen.

It is likely for a student to trip while running the hurdles for the first time. Which could be the probability of a student tripping when running the hurdles for the first time?

• 0.1

• 30%

• 0.9

Which statement is true?

• A. A probability of -2 indicates an event will definitely happen.

• D. A probability of 1 indicates an event will definitely not happen.

Which statement is true?

• A. A probability of -1 indicates an event will likely happen.

• B. A probability of 0.4 indicates an event will never happen.

• C. A probability of 0.9 indicates an event will probably not happen.

• D. A probability of 1 indicates an event will definitely happen.

The table shows the probabilities of various candidates winning an election. Candidate | Probability Brown | 30% Garcia | 2/5 Johnson | 0.2 Smith | 10% Which orders the candidates from least likely to most likely to win the election?

• A. Brown, Garcia, Johnson, Smith

• B. Garcia, Brown, Johnson, Smith

• C. Smith, Brown, Johnson, Garcia

• D. Smith, Johnson, Brown, Garcia

There is a 1/8 chance of a spinner landing on pink. Which statement is true?

• It is certain that the spinner lands on pink.

• It is impossible for the spinner to land on pink.

• It is likely that the spinner lands on pink.

• It is unlikely that the spinner lands on pink.

Which orders the students from least likely to most likely to win the raffle prize?

• A) Jayden, Imani, Mason, Penelope

• B) Jayden, Penelope, Imani, Mason

• C) Mason, Jayden, Penelope, Imani

• D) Mason, Penelope, Imani, Jayden

Which statement is true?

• A) A probability of −0.25 indicates the event will definitely happen.

• B) A probability of 0.59 indicates the event will likely not happen.

• C) A probability of 0.85 indicates the event will probably happen.

• D) A probability of 1.20 indicates the event will never happen.

• A. The probability of hitting the jackpot is more likely than the probability of winning the prize, and both events are likely to occur.

• B. The probability of hitting the jackpot is more likely than the probability of winning the prize, but both events are unlikely to occur.

• C. The probability of winning the prize is more likely than the probability of hitting the jackpot, and both events are likely to occur.

• D. The probability of winning the prize is more likely than the probability of hitting the jackpot, but both events are unlikely to occur.