According to a poll, 56% of voters support funding a new community center. A surveyor randomly selects 75 voters and asks each v

Question

2 years ago

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According to a poll, 56% of voters support funding a new community center. A surveyor randomly selects 75 voters and asks each v

oter if he or she is in favor of the center. If being in favor of the center is a success, what is the probability of a success for this binomial experiment? 0. 34 0. 44 0. 56 0. 75.

Mathematics

1 answer:

Debora [2.8K] · Answer 1 · 2023-04-21T23:57:02+03:00

The probability of a person being a supporter of the new community center is 56% or 0.56.

<h2 /><h2>Given to us</h2>

56% of voters support funding a new community center
A surveyor randomly selects 75 voters and asks each voter if he or she is in favor of the center.

the probability of a success for this binomial experiment.

We want to know the probability of a single success for this experiment. therefore,

x=1

As given to us that 56% of the voters support funding the new community center, there, the probability of a person being a supporter is 0.56.

p=0.56

Thus, the probability of a person being a supporter of the new community center is 56% or 0.56.

Learn more about binomial distribution:

https://brainly.in/question/1640230