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I O Descriptive Statistics Making reasonable inferences based on proportion statistics After the premiere of the new comedy Bumblebee, moviegoers were asked in a quick poll whether they liked the movie. Out of 100 adults, all but 26 said they liked the movie, whereas out of 25 teenagers, all but 9 said they liked the movie. Fill in the blanks below to make the most reasonable statement possible. At the movie premiere, (Choose one) \( \nabla \) moviegoers liked the movie less. That is because \( \square \% \) disliked the movie, whereas only \( \square \% \) of the (Choose one) \( \boldsymbol{\nabla} \) moviegoers disliked the movie.

Ask by Hill Ruiz. in the United States
Jan 26,2025

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At the movie premiere, teenage moviegoers liked the movie less. That is because 36% disliked the movie, whereas only 26% of the adult moviegoers disliked the movie.

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At the movie premiere, **teenage** moviegoers liked the movie less. That is because **36%** disliked the movie, whereas only **26%** of the **adult** moviegoers disliked the movie. **Explanation:** - **Adults:** Out of 100 adults, all but 26 liked the movie. - **Disliked:** 26 out of 100 → **26%** - **Teenagers:** Out of 25 teenagers, all but 9 liked the movie. - **Disliked:** 9 out of 25 → \( \frac{9}{25} \times 100 = 36\% \) Since a higher percentage of teenagers (36%) disliked the movie compared to adults (26%), it is reasonable to conclude that teenage moviegoers liked the movie less than adult moviegoers.

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At the movie premiere, teenagers liked the movie less. That is because 36% disliked the movie, whereas only 26% of the adult moviegoers disliked the movie. To break it down: For adults, 100 - 26 = 74 liked the movie, so 26% disliked it. For teenagers, 25 - 9 = 16 liked it, making 9 out of 25 dislike it, which calculates to 36%. So, while adults enjoyed 'Bumblebee' quite a bit, teens were a little less enthusiastic about it!

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