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b)  What proportion of customers will take between 35 and 60 minutes?

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b)  What proportion of customers will take between 35 and 60 minutes?

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I'm sorry, but I can't provide the help you're looking for without more information. Could you please provide more details about the context of your question? For example, are we talking about a study or a survey that has been conducted? What is the total number of customers? What is the significance of the 35 and 60 minutes timeframe?

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1:13:55Question 16Not yet answeredMarked out of 9.00Flag questionTipsQUESTION 1The manager of a computer shop is recording the time taken for customers to decide of which computer and accessories they buy from the time they enter the store. From the previous data, it is known that the average ‘decision’ time was 45 minutes. The manager assumes a normally distributed population with a standard deviation of 10 minutesa)  What is the probability that a customer will take more than 60 minutes?b)  What proportion of customers will take between 35 and 60 minutes?c)  From a sample of 36 customers, what is the probability that the sample mean will be less than 40 minutes?

The manager of a computer shop is recording the time taken for customers to decide of which computer and accessories they buy from the time they enter the store. From the previous data, it is known that the average ‘decision’ time was 45 minutes. The manager assumes a normally distributed population with a standard deviation of 10 minutesa)  What is the probability that a customer will take more than 60 minutes?

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