tion of 1.4. In 2014, it is estimated that 8.5% of people aroun g questions: whether the distribution to be used in answering the prob ion olve for the probability The probability of getting a random person with a high blood s han 7mmol/L. The probability of getting a random sample of 150 people wi naving diabetes The probability of getting a random sample of 60 people v having diabetes The probability of getting a random sample of 150 people w sugar level less than 5mmol/L. The probability of getting a random sample of 25 people with sugar level greater than 4.5mmol/L.

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Author:Amos Gilat
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The blood sugar levels of a person follows a normal curve with an average of 4.7mmol/L and a
standard deviation of 1.4. In 2014, it is estimated that 8.5% of people around the world have
diabetes.
For the following questions:
1. Indicate whether the distribution to be used in answering the problem is a normal
distribution
2. If yes, solve for the probability
a. The probability of getting a random person with a high blood sugar level greater
than 7mmol/L.
b. The probability of getting a random sample of 150 people with less than 10%
having diabetes
c. The probability of getting a random sample of 60 people with less than 9%
having diabetes
d. The probability of getting a random sample of 150 people with a mean blood
sugar level less than 5mmol/L.
e. The probability of getting a random sample of 25 people with a mean of blood
sugar level greater than 4.5mmol/L.
Transcribed Image Text:The blood sugar levels of a person follows a normal curve with an average of 4.7mmol/L and a standard deviation of 1.4. In 2014, it is estimated that 8.5% of people around the world have diabetes. For the following questions: 1. Indicate whether the distribution to be used in answering the problem is a normal distribution 2. If yes, solve for the probability a. The probability of getting a random person with a high blood sugar level greater than 7mmol/L. b. The probability of getting a random sample of 150 people with less than 10% having diabetes c. The probability of getting a random sample of 60 people with less than 9% having diabetes d. The probability of getting a random sample of 150 people with a mean blood sugar level less than 5mmol/L. e. The probability of getting a random sample of 25 people with a mean of blood sugar level greater than 4.5mmol/L.
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