Shania's favorite Starburst is the pink flavor. Shania purchased a container of '318 Starbursts and assumed that the colors are evenly distributed amongst the '4' original flavors: orange, pink, yellow, and red. Shania shook the container, pulled '3 Starbursts at a time, recorded how many were pink, and replaced it. This is a binomial experiment with 'n=3, p=0.25 This is a binomial experiment with 'n=106', 'p=0.25 This is not a binomial experiment because the probability changes as Shania pulls the Starbursts This is not a binomial experiment because there are four outcomes: orange, pink, yellow, and red

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Shania's favorite Starburst is the pink flavor. Shania purchased a container of '318 Starbursts and
assumed that the colors are evenly distributed amongst the '4' original flavors: orange, pink,
yellow, and red. Shania shook the container, pulled '3' Starbursts at a time, recorded how many
were pink, and replaced it.
This is a binomial experiment with 'n=3, p=0.25
This is a binomial experiment with 'n=106, p=0.25
This is not a binomial experiment because the probability changes as Shania pulls the
Starbursts
This is not a binomial experiment because there are four outcomes: orange, pink, yellow, and
red
Submit
Transcribed Image Text:Shania's favorite Starburst is the pink flavor. Shania purchased a container of '318 Starbursts and assumed that the colors are evenly distributed amongst the '4' original flavors: orange, pink, yellow, and red. Shania shook the container, pulled '3' Starbursts at a time, recorded how many were pink, and replaced it. This is a binomial experiment with 'n=3, p=0.25 This is a binomial experiment with 'n=106, p=0.25 This is not a binomial experiment because the probability changes as Shania pulls the Starbursts This is not a binomial experiment because there are four outcomes: orange, pink, yellow, and red Submit
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