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Kaylee has a bag of candy full of 3 strawberry chews and 17 cherry chews that she eats one at a time. Which word or phrase describes the probability that she reaches in without looking and pulls out a cherry chew?
impossible
an equal chance or
50-50
likely
certain

Kaylee has a bag of candy full of $3$ strawberry chews and $17$ cherry chews that she eats one at a time. Which word or phrase describes the probability that she reaches in without looking and pulls out a cherry chew? $\newline$ impossible $\newline$ an equal chance or $50-50$ $\newline$ likely $\newline$ certain

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Find probabilities using the addition rule

Full solution

Q. Kaylee has a bag of candy full of

3

strawberry chews and

17

cherry chews that she eats one at a time. Which word or phrase describes the probability that she reaches in without looking and pulls out a cherry chew?

\newline

impossible

\newline

an equal chance or

50-50

\newline

likely

\newline

certain

Calculate Total Candies: Let's define the total number of candies in the bag. Kaylee has $3$ strawberry chews and $17$ cherry chews, so the total number of candies is $3 + 17$ . $\newline$ Calculation: $3 + 17 = 20$
Find Probability of Cherry Chew: Now, we need to find the probability of pulling out a cherry chew. The probability is the number of cherry chews divided by the total number of candies. $\newline$ Calculation: Probability of cherry chew = Number of cherry chews / Total number of candies = $\frac{17}{20}$
Compare Cherry Chew Probability: To determine the word or phrase that describes this probability, we compare the probability of pulling out a cherry chew to the probability of pulling out a strawberry chew. Since there are significantly more cherry chews than strawberry chews, it is more likely to pull out a cherry chew. $\newline$ Calculation: Probability of cherry chew = $\frac{17}{20}$ , which is close to $1$ but not certain.

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