Researchers asked 200 families whether or not they were homeowners and how many cars they had. Their responses are summarized in the following table. No car or one car Two or more carsHomeowner 12 78Not a homeowner 42 68(a) What percentage of the families are homeowners?%(b) What percentage of the families have two or more cars?%CheckSave For LaterSubmit Assignment
Question
Researchers asked 200 families whether or not they were homeowners and how many cars they had. Their responses are summarized in the following table. No car or one car Two or more carsHomeowner 12 78Not a homeowner 42 68(a) What percentage of the families are homeowners?%(b) What percentage of the families have two or more cars?%CheckSave For LaterSubmit Assignment
Solution
(a) To find the percentage of families that are homeowners, you need to add the number of homeowners with no car or one car and the number of homeowners with two or more cars. This gives you the total number of homeowners.
So, 12 (homeowners with no car or one car) + 78 (homeowners with two or more cars) = 90 homeowners.
The question states that there are 200 families in total.
To find the percentage of homeowners, you divide the number of homeowners by the total number of families and multiply by 100.
So, (90/200) * 100 = 45%
Therefore, 45% of the families are homeowners.
(b) To find the percentage of families that have two or more cars, you need to add the number of homeowners with two or more cars and the number of non-homeowners with two or more cars. This gives you the total number of families with two or more cars.
So, 78 (homeowners with two or more cars) + 68 (non-homeowners with two or more cars) = 146 families with two or more cars.
Again, there are 200 families in total.
To find the percentage of families with two or more cars, you divide the number of such families by the total number of families and multiply by 100.
So, (146/200) * 100 = 73%
Therefore, 73% of the families have two or more cars.
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