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Katherine is playing a board game. The probability that Katherine will lose a turn on her next turn is
(4)/(5). Which word or phrase describes the probability that Katherine will lose a turn?
certain
an equal chance or
50-50
likely
impossible

Katherine is playing a board game. The probability that Katherine will lose a turn on her next turn is $\frac{4}{5}$ . Which word or phrase describes the probability that Katherine will lose a turn? $\newline$ certain $\newline$ an equal chance or $50-50$ $\newline$ likely $\newline$ impossible

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Find probabilities using the addition rule

Full solution

Q. Katherine is playing a board game. The probability that Katherine will lose a turn on her next turn is

\frac{4}{5}

. Which word or phrase describes the probability that Katherine will lose a turn?

\newline

certain

\newline

an equal chance or

50-50

\newline

likely

\newline

impossible

Analyze Probability Given: Let's analyze the given probability of Katherine losing a turn. The probability is given as $(4)/(5)$ , which means that out of $5$ possible outcomes, $4$ of them result in Katherine losing a turn. This is a high probability, but it is not certain (which would be a probability of $1$ or $100$ \%). It is also not an equal chance or $50$ - $50$ (which would be a probability of $0.5$ or $1/2$ ), and it is not impossible (which would be a probability of $0$ or $0$ \%). Therefore, the most appropriate description of the probability that Katherine will lose a turn is ＂likely,＂ since it is a high probability but not certain.

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