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Answer :
To find out how many 48-year-olds in Apex City are not expected to be alive in one year, we can use the information provided. Here's a step-by-step explanation of how to approach this:
1. Understand the Given Data:
We know there are 350,000 48-year-olds in Apex City. According to the table, for every 100,000 people aged 48, there are 405 expected deaths within a year.
2. Calculate Expected Deaths:
To find out the total expected deaths among the 350,000 48-year-olds, we use the rate given for 100,000 people.
- First, determine how many groups of 100,000 people are in 350,000. This is found by dividing 350,000 by 100,000:
[tex]\[
\text{Number of groups} = \frac{350,000}{100,000} = 3.5
\][/tex]
- Next, since we know there are 405 deaths expected per 100,000 people, we multiply the number of groups by the expected deaths per group:
[tex]\[
\text{Total expected deaths} = 3.5 \times 405 = 1417.5
\][/tex]
3. Interpret the Result:
Since we're dealing with people, we'd usually round this number to a whole person. In this context, considering a real-world application where partial people do not exist, we can say that about 1418 people are not expected to be alive in a year.
Therefore, in Apex City, approximately 1,418 of the 48-year-olds are not expected to be alive in one year.
1. Understand the Given Data:
We know there are 350,000 48-year-olds in Apex City. According to the table, for every 100,000 people aged 48, there are 405 expected deaths within a year.
2. Calculate Expected Deaths:
To find out the total expected deaths among the 350,000 48-year-olds, we use the rate given for 100,000 people.
- First, determine how many groups of 100,000 people are in 350,000. This is found by dividing 350,000 by 100,000:
[tex]\[
\text{Number of groups} = \frac{350,000}{100,000} = 3.5
\][/tex]
- Next, since we know there are 405 deaths expected per 100,000 people, we multiply the number of groups by the expected deaths per group:
[tex]\[
\text{Total expected deaths} = 3.5 \times 405 = 1417.5
\][/tex]
3. Interpret the Result:
Since we're dealing with people, we'd usually round this number to a whole person. In this context, considering a real-world application where partial people do not exist, we can say that about 1418 people are not expected to be alive in a year.
Therefore, in Apex City, approximately 1,418 of the 48-year-olds are not expected to be alive in one year.
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