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33 votes
What is the probability that client F, the 53-year-old you’re considering for a 20-year policy, lives to be 73 years old? Remember that client F is a Hispanic female.

User Gilberg
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2 Answers

21 votes
21 votes

Final Answer:

The probability that client F, a 53-year-old Hispanic female, lives to be 73 years old can be estimated using actuarial tables and relevant demographic data. However, without specific mortality and health information about client F, it is challenging to provide an accurate numerical probability.

Step-by-step explanation:

Estimating the probability of client F, a 53-year-old Hispanic female, living to be 73 involves considering various factors such as mortality rates, life expectancy, and health indicators within the Hispanic female population.

Actuarial tables, which are statistical tools used by insurance professionals, provide insights into the average life expectancy for specific demographics. These tables consider factors like age, gender, and ethnicity to project the likelihood of individuals reaching certain ages.

It's important to note that individual health, lifestyle, and family medical history significantly influence life expectancy. Actuarial tables provide generalized probabilities based on large population data but may not account for specific health conditions or lifestyle choices that could impact an individual's lifespan.

Therefore, a personalized assessment considering client F's health history, habits, and other relevant information would provide a more accurate estimate.

Given the lack of specific details about client F's health and lifestyle, a precise numerical probability cannot be determined. The final answer emphasizes the need for additional information to make a more accurate assessment of the likelihood that client F lives to be 73. Insurance underwriters often use a combination of demographic data and individual health information to tailor their risk assessments and determine policy premiums.

User Hubert Kario
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3.0k points
14 votes
14 votes

Step-by-step explanation:

In this question , the 20 year policy is just for fun the probability is 53 / 73

User Testuser
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