Answer :
Final answer:
The question appears to ask for the estimate of people out of every 10 who use the Internet before buying insurance. It's likely that the options represent percentages. The plausible choice would be 0.5 which translates to 50% of people using the internet before making such a purchase.
Explanation:
The question appears to be asking which option (a. 0.2, b. 0.5, c. 8, or d. 12) represents the estimated number of people out of every 10 who use the Internet before buying insurance. Given that the choices seem to be misinterpreted (as they should probably represent percentages rather than whole numbers), I'm going to presume that we should interpret the numbers as percentages. In that case, options a and b, which are less than 1, would represent 20% and 50% respectively. Given this interpretation, the most plausible choice would be b. 0.5 (50%), assuming that the majority of people would use the internet before making a purchase such as insurance.
It is an educated assumption , not a definitive answer, so it's best to double-check with the source of the question.
Learn more about Probability here:
https://brainly.com/question/32117953
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Final answer:
The probability that out of every 10 people use the Internet before they buy insurance is 0.8.
Explanation:
In this question, we are given that an estimated value is that out of every 10 people use the Internet before they buy insurance. We need to find the probability of this happening.
The estimated value implies that 8 out of every 10 people use the Internet before they buy insurance. To calculate the probability, we divide the number of people who use the Internet by the total number of people. Therefore, the probability is 8/10, which can be simplified to 0.8.
So, the correct answer is c. 0.8.
