Question
1-A company ran an ad campaign to raise its brand awareness above 6%. After the campaign, the company surveyed 500 people; 36 were aware of
1-A company ran an ad campaign to raise its brand awareness above 6%. After the campaign, the company surveyed 500 people; 36 were aware of -the brand name. What is the p-value of the test?
Question options:0.1292 |
0.1492 |
0.8508 |
0.8708 |
2-
A TV executive wanted to determine if the percentage of people watching a certain show after running ads for it was significantly higher than 12%. The sample proportion from a survey was 15% and the Z score was 2.145291. What was the sample size?
Question options:562 |
540 |
548 |
568 |
3-
In conducting a test to see if the percentage of people who regularly recycle has significantly increased from 12.4% from 2 years ago, the p-value was 0.0329. What is the value of the
Z score?
Question options:1.92 |
-1.92 |
1.84 |
-1.84 |
4-
A researcher wants to determine if the percentage of people who recycle newspapers is significantly different than 14.2%. In a survey of 900 people, 133 do. The p-value of the test is 61.7%.
Question options:True |
False |
Weekly average sales data at a retail store captured after an extensive marketing campaign is as follows:
$4,666 |
$6,700 |
$4,500 |
$5,550 |
$4,768 |
$4,950 |
$5,225 |
The sample size (n=6) is too small to test this hypothesis |
There is no strong evidence that the weekly average sales increased as a result of the marketing campaign as the the p-value is greater than the level of significance |
The p-value is 0.0615, greater then the level of significance and therefore not evidence for increased sales |
A larger sample size is needed to test this hypothesis |
6- An addictions researcher wanted to determine if the average amount per week that people spend on lottery tickets has significantly changed from $9.42. In a survey of 750 people, the average was $10.52 with a standard deviation of $3.67. What is the value of the t score?
8.2084 |
7.6284 |
-7.6284 |
-8.2084 |
7- In conducting a test for one mean, a histogram is slightly skewed left but has just one mode. However, the t distribution is appropriate since the t test is robust to non-normality.
True |
False |
-8
Statistics Canada conducted a survey to assess the economic benefits of 2010 Winter Olympics on Vancouver. Of the 2500 random sample surveyed, 2250 of the respondents were optimistic about the economic benefits. Use a 99% confidence interval, estimate the proportion of all the respondents who were optimistic about the economic benefits. What is the interval value for the upper limit? Question options:0.950 |
0.915 |
2.576 |
0.015 |
9-
A researcher wanted to estimate the percentage of people who read a certain newspaper. In a survey, the percentage of respondents who read the paper is 28.125%. When constructing a 95% confidence interval of the actual percentage of people who read the newspaper, the half-width is 0.110154255. What was the sample size? Question options:64 |
81 |
49 |
100 |
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