Suppose the test scores of 600 students are normally distributed with a mean of 76 and standard deviation of 8. How many students scored between 70 and 82? а. 260 b. 164 с. 328 d. 272

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Instruction: Please help me to answer all the questions correctly.
Suppose the test scores of 600 students are normally distributed with a mean of 76 and standard
deviation of 8. How many students scored between 70 and 82?
a. 260
b. 164
с. 328
d. 272
The marks on a statistics test are normally distributed with a mean of 62 and a variance of 225. If the
instructor wishes to assign B's or higher to the top 30% of the students in the class, what mark is
required to get a B or higher?
a. 71.53
b. 74.62
с. 69.52
d. 68.74
Suppose the adult unemployment rate of a city is 4.8%. If you had taken a survey of 100 adult and
constructed a 95% confidence interval for the proportion of unemployed adults, which of the
following would have been true?
a. The interval would have contained 4.8%.
b. The center of the interval would have been 4.8%.
c. Approximately 95% of similarly constructed intervals would have captured 4.8%.
d. Increasing the sample size would have ensured capturing 4.8%.
Transcribed Image Text:Instruction: Please help me to answer all the questions correctly. Suppose the test scores of 600 students are normally distributed with a mean of 76 and standard deviation of 8. How many students scored between 70 and 82? a. 260 b. 164 с. 328 d. 272 The marks on a statistics test are normally distributed with a mean of 62 and a variance of 225. If the instructor wishes to assign B's or higher to the top 30% of the students in the class, what mark is required to get a B or higher? a. 71.53 b. 74.62 с. 69.52 d. 68.74 Suppose the adult unemployment rate of a city is 4.8%. If you had taken a survey of 100 adult and constructed a 95% confidence interval for the proportion of unemployed adults, which of the following would have been true? a. The interval would have contained 4.8%. b. The center of the interval would have been 4.8%. c. Approximately 95% of similarly constructed intervals would have captured 4.8%. d. Increasing the sample size would have ensured capturing 4.8%.
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