\"\"

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(a)

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Average protein content of certain brand of energy bar is \"\".

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Standard deviation is \"\".

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Find the probability that bar will have more than \"\" grams of protein.

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The probability is \"\".

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Find the corresponding \"\"-values for \"\".

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\"\".

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\"\"

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\"\".

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Find the probability.

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\"\"

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Using \"\" score table:

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The area for \"\" is \"\".

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\"\"

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\"\".

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Probability that bar will have more than \"\" grams of protein is \"\".

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\"\"

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(b)

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Sample of \"\" bars are selected then sample size is \"\".

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Standard error of mean is \"\".

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The probability is \"\".

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Substitute \"\" and \"\" in the formula.

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\"\"

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Find the \"\"-value for the new Standard error of mean.

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\"\"

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\"\".

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Find the probability.

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\"\"

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Using \"\" score table:

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The area for \"\" is \"\".

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\"\"

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\"\".

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Probability that visiting tourists fewer than \"\" for a sample size of \"\" is \"\".

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\"\"

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(a) Probability that visiting tourists fewer than \"\" is \"\".

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(b) Probability that visiting tourists fewer than \"\" for a sample size of \"\" is \"\".