\"\"

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Number of Daily passengers of a roller coaster is 16000.

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Average time to wait in a line is  \"\".

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Standard deviation is \"\".

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(a)

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Find the number of passengers who will wait less than

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\"\" to ride the roller coaster.

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Find the probability for number of passengers who will wait less than

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\"\" to ride the roller coaster.

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Let \"\" be the random variable for the required event.

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\"\".

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Standardize \"\" to \"\" using \"\"-Score formula.

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\"\"-Score formula is \"\".

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where \"image\" is the wait in line less than \"\",

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\"image\" is the mean and \"image\" is the standard deviation.

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\"\"

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From \"\"-score table the probability is \"\".

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\"\".

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\"\".

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Find the number of passengers who will wait less than \"\" to ride the roller coaster.

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Total number of Daily passengers of a roller coaster is \"\".

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The  passengers who will wait less than \"\" is \"\".

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\"\".

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Number of passengers who will wait less than \"\" is 3390.

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\"\"

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(b)

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Find the number of passengers who will wait more than \"\" to ride the roller coaster.

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Find the probability for who will wait more than \"\" to ride the roller coaster.

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Find \"\".

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Let \"\" be the random variable for the required event.

\

\"\".

\

\"\"\"\".

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Standardize \"\" to \"\" using \"\"-Score formula.

\

\"\"-Score formula is \"\".

\

where \"image\" is the wait in line less than \"\",

\

\"image\" is the mean and \"image\" is the standard deviation.

\

\"\"

\

From \"\"-score table the probability is \"\".

\

\"\"

\

\"\".

\

Find the number of passengers who will wait less than

\

\"\" to ride the roller coaster.

\

Number of Daily passengers of a roller coaster is \"\".

\

The  passengers who will wait less than \"\" is \"\".

\

\"\".

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Therefore, Number of passengers who will wait more than \"\" is 1841.

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\"\"

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(a) Number of passengers who will wait less than \"\" is 3390.4.

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(b) Number of passengers who will wait more than \"\" is 1841.