Table 2.
Core numeracy questions: administered to all respondents | |
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1. | If the chance of getting a disease is 10 percent, how many people out of 1,000 would be expected to get the disease? |
2. | If 5 people all have the winning numbers in the lottery and the prize is two million dollars, how much will each of them get? |
3. | Let’s say you have $200 in a savings account. The account earns ten percent interest per year. How much would you have in the account at the end of two? |
Experimental module numeracy questions: Respondents receive only one version (math, market, or medicine) of each question | |||
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Item: | Math domain | Financial domain | Health domain |
1. | What is 15% of 1,000? | A store is offering a 15% off sale on all TVs. The most popular television is normally priced at $1,000. How much money would a customer save on the television during this sale? | A pill cures 15% of people who have a disease. If 1000 people have the disease and they all take the pill, how many people will be cured? |
2. | The number 10 is what percent of 1,000? | If a customer saved $10 off a $1,000 chair, what percent would the customer have saved off the original price? | If the chance of getting a disease is 10 in 1,000, what percent of people will get the disease? |
3. | Which of the following percentages is the biggest: One percent, ten percent, or five percent? |
Which of the following percentages represents the biggest discount in a sale: One percent, ten percent, or five percent? | Which of the following percentages represents the biggest risk of getting a disease: One percent, ten percent, or five percent? |
4. | Which of the following is the most likely to happen: something that happens 1 in 100 times, something that happens 1 in 1000 times, or something that happens 1 in 10 times? | Which of the following represents the biggest chance of winning a lottery: a 1 in 100 chance, a 1 in 1000 chance, or a 1 in 10 chance? | Which of the following represents the biggest risk of getting a disease: a 1 in 100 risk, a 1 in 1000 risk, or a 1 in 10 risk? |