Sophie buys a ticket for a raffle with several prizes. The probability that she wins a prize is (4)/(5). Which word or phrase describes the probability that Sophie will win a prize? likely certain an equal chance or 50-50 impossible

Given Probability Information: We are given the probability that Sophie wins a prize as $\frac{4}{5}$ or 0.8 when converted to a decimal. This probability is a measure of how likely an event is to occur. We need to match this probability with the correct descriptive word or phrase from the given options.Interpreting Probability: The probability of 0.8 means that Sophie has an 80% chance of winning a prize. This is a high probability, indicating that the event is more likely to happen than not. Now we need to compare this probability with the descriptive terms provided.Matching with Descriptive Terms: The term ＂likely＂ is used to describe an event that has a high chance of occurring but is not certain. Since Sophie's probability of winning is high (0.8), but not 1 (which would be certain), ＂likely＂ seems to be the appropriate description.Excluding 'Certain' Term: The term ＂certain＂ would only be appropriate if the probability of winning was 1 (or 100%). Since Sophie's probability of winning is less than 1, we cannot use the term ＂certain.＂Excluding 'Equal Chance' Term: An ＂equal chance or 50-50＂ would imply a probability of 0.5, which is not the case here as Sophie's probability of winning is 0.8. Therefore, this description does not fit the given probability.Excluding 'Impossible' Term: The term ＂impossible＂ would be used if the probability of winning was 0. Since Sophie's probability of winning is greater than 0, this term does not apply.

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Sophie buys a ticket for a raffle with several prizes. The probability that she wins a prize is
(4)/(5). Which word or phrase describes the probability that Sophie will win a prize?
likely
certain
an equal chance or 50-50
impossible

Sophie buys a ticket for a raffle with several prizes. The probability that she wins a prize is $\frac{4}{5}$ . Which word or phrase describes the probability that Sophie will win a prize? $\newline$ likely $\newline$ certain $\newline$ an equal chance or $50$ $-50$ $\newline$ impossible

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Math Problems

Algebra 2

Find probabilities using the addition rule

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Q. Sophie buys a ticket for a raffle with several prizes. The probability that she wins a prize is

\frac{4}{5}

. Which word or phrase describes the probability that Sophie will win a prize?

\newline

likely

\newline

certain

\newline

an equal chance or

50

-50

\newline

impossible

Given Probability Information: We are given the probability that Sophie wins a prize as $\frac{4}{5}$ or $0$ . $8$ when converted to a decimal. This probability is a measure of how likely an event is to occur. We need to match this probability with the correct descriptive word or phrase from the given options.
Interpreting Probability: The probability of $0.8$ means that Sophie has an $80\%$ chance of winning a prize. This is a high probability, indicating that the event is more likely to happen than not. Now we need to compare this probability with the descriptive terms provided.
Matching with Descriptive Terms: The term ＂likely＂ is used to describe an event that has a high chance of occurring but is not certain. Since Sophie's probability of winning is high $0.8$ , but not $1$ (which would be certain), ＂likely＂ seems to be the appropriate description.
Excluding 'Certain' Term: The term ＂certain＂ would only be appropriate if the probability of winning was $1$ (or $100\%$ ). Since Sophie's probability of winning is less than $1$ , we cannot use the term ＂certain.＂
Excluding 'Equal Chance' Term: An ＂equal chance or $50$ $-50$ ＂ would imply a probability of $0.5$ , which is not the case here as Sophie's probability of winning is $0.8$ . Therefore, this description does not fit the given probability.
Excluding 'Impossible' Term: The term ＂impossible＂ would be used if the probability of winning was $0$ . Since Sophie's probability of winning is greater than $0$ , this term does not apply.