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Answer on Statistics and Probability Question for Richard

Question #5702
Life insurance companies must carefully monitor death rates. Before using a life insurance policy for a 19 year old, the company needs to know the death rate for that group. Find the death rate for per 10,000 people during their 19th year. What is the death rate for the 10,000 people for their 19th year?
Expert's answer
According to statistics, during 19 year,death rate= 4,3 %.
So according to formula&
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<img style="width: 551px; height: 25px;" src="data:image/png;base64,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" alt="">

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