ou are interested in purchasing the local florist shop, located next to Vanier College. After examining the accounting records for the past several years, you note that the store has been grossing over $975.00 per day about 65% of the days that it is open. (a) Use the formula for Binomial probabilities to find the probability that the store will gross over $975.00 for exactly 5 of the next 7 business days. What information does this give you about purchasing the store? (b) Use the table of the Binomial Probability Distribution to find the probability that the store will gross over $975.00 for at least 6 of the next 10 business days. How does this probability contribute to your decision about purchasing the store?

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You are interested in purchasing the local florist shop, located next to Vanier College. After examining the accounting records for the past several years, you note that the store has been grossing over $975.00 per day about 65% of the days that it is open. (a) Use the formula for Binomial probabilities to find the probability that the store will gross over $975.00 for exactly 5 of the next 7 business days. What information does this give you about purchasing the store? (b) Use the table of the Binomial Probability Distribution to find the probability that the store will gross over $975.00 for at least 6 of the next 10 business days. How does this probability contribute to your decision about purchasing the store? (c) If you collect the store's records for the last 10 business days and find that it had grossed LESS than $975.00 on 7 of the days, would you suspect that the store's financial situation had changed? Use a Binomial probability to justify your answer. (d) Use the Binomial approximation to the Normal distribution to find an estimate for the probability that the store will gross over $975.00 for 18 of the next 25 business days.

Please provide solution in excel with formulas used. Thanks 

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Probability homework question answer, step 1, image 1

 

Excel FunctionExcel provides the following functions regarding the binomial distribution: BINOMDIST(x, n, p, cum) where n = the number of trials, p = the probability of success for each trial and cum takes the value TRUE or FALSE.

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