Question
An automobile insurance company prepared the analysis to the right for its clients. What is the ratio of the number of automobiles that lasted six years or less but more than four years to the number of automobiles that lasted two years or​ less?
Answers
GPT 3.5
To find the ratio of the number of automobiles that lasted six years or less but more than four years to the number of automobiles that lasted two years or less, we first need to add up the numbers in each of those categories.
Total number of automobiles that lasted six years or less but more than four years: 50 + 30 = 80
Total number of automobiles that lasted two years or less: 100
Now, we can calculate the ratio:
Ratio = (Number of automobiles that lasted six years or less but more than four years) / (Number of automobiles that lasted two years or less)
Ratio = 80 / 100 = 4/5
Therefore, the ratio of the number of automobiles that lasted six years or less but more than four years to the number of automobiles that lasted two years or less is 4:5.
Total number of automobiles that lasted six years or less but more than four years: 50 + 30 = 80
Total number of automobiles that lasted two years or less: 100
Now, we can calculate the ratio:
Ratio = (Number of automobiles that lasted six years or less but more than four years) / (Number of automobiles that lasted two years or less)
Ratio = 80 / 100 = 4/5
Therefore, the ratio of the number of automobiles that lasted six years or less but more than four years to the number of automobiles that lasted two years or less is 4:5.