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Rajeevan Pillai, Let me have...

Rajeevan Pillai, Let me have the opportunity to work with yuo . Please answer the following problem.

A) In the united states , voters who are neither democrat nor republican are called independent. IT is believe that 10 % of all voters are independent. A survey asked 25 people to identify themselves as democrat, republican or Independent.

I) What is the probability that none of the people are independent, II)what is the probability that fewer than five people are independent? III) What is the proablity that more than two people are independent?

Problem two:

Given the binomial random variable with n=10 and p=.3, use the formula to find the following probabilities.

a) P(x=3), P(x=5), P(X=8)

Please provide written asnwer and also the excel sheet demonstration . This two items have to be there in order to accept the question. I will not post this to anyone until you answer. I would like to see if we can work together.

A) In the united states , voters who are neither democrat nor republican are called independent. IT is believe that 10 % of all voters are independent. A survey asked 25 people to identify themselves as democrat, republican or Independent.

I) What is the probability that none of the people are independent, II)what is the probability that fewer than five people are independent? III) What is the proablity that more than two people are independent?

Problem two:

Given the binomial random variable with n=10 and p=.3, use the formula to find the following probabilities.

a) P(x=3), P(x=5), P(X=8)

Please provide written asnwer and also the excel sheet demonstration . This two items have to be there in order to accept the question. I will not post this to anyone until you answer. I would like to see if we can work together.

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