Halloween City considers opening a store at Stony Brook University for Halloween 2020. Before going ahead with that plan, the marketing research department at Halloween City is asking a random sample of 200 SBU students about their likelihood of getting costumes at the store. If more than 50 % of the participants indicate that they would shop there, then Halloween City will go ahead and open a store on campus for Halloween in 2020. What would be the consequ

Complete Question:

Halloween City considers opening a store at Stony Brook University for Halloween 2020. Before going ahead with that plan, the marketing research department at Halloween City is asking a random sample of 200 SBU students about their likelihood of getting costumes at the store. If more than 50% of the participants indicate that they would shop there then Halloween City will go ahead and open a store on campus for Halloween in 2020. What would be the consequences of a type II error in this setting?

1. They will open a store although less than 50% of the participants would shop there.

2. They will open a store since 50% of the participants would shop there

3. They will not open the store although more than 50% of the participants would shop there

4. They will not open the store since less than 50% of the participants would shop there

5. They will open a store since more than 50% of the participants would shop there

The consequences of a type II error in this setting are:

1. They will open a store although less than 50% of the participants would shop there.

3. They will not open the store although more than 50% of the participants would shop there.

Step-by-step explanation:

When Halloween City accepts the null hypothesis indicating that more than 50% of the participants would shop at the new store whereas that is actually false, a type II error occurs.  This type II error produces a false negative.  It is also known as an error of omission because this hypothesis is accepted whereas it should have been rejected.

his chances of getting a coin of higher value is 4/19

step-by-step explanation:

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