2. An official at FEMA (the Federal Emergency Management Agency) wants to determine if they should work with the U.S. Small Business Administration to offer low-interest disaster loans to businesses in cities in Texas due to the recent severe winter storms. If data suggests that the proportion of businesses severely affected by the severe winter storm in a given city is more than 10%, they will offer the low-interest disaster loans in that city. A random sample of 110 businesses from Dallas indicates that 17 of them were severely affected by the severe winter storm. A. Do the data provide the significant evidence that would lead FEMA to offer these low-interest disaster loans at the a = B. Based on your conclusion, what type of error could you have just made? Describe a consequence of making this type of error. =0.05 level?

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section11.5: Interpreting Data
Problem 1C
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2. An official at FEMA (the Federal Emergency Management Agency)
wants to determine if they should work with the U.S. Small Business
Administration to offer low-interest disaster loans to businesses in cities in
Texas due to the recent severe winter storms. If data suggests that the
proportion of businesses severely affected by the severe winter storm in a
given city is more than 10%, they will offer the low-interest disaster loans
in that city. A random sample of 110 businesses from Dallas indicates that
17 of them were severely affected by the severe winter storm.
A. Do the data provide the significant evidence that would lead FEMA to
offer these low-interest disaster loans at the a = 0.05 level?
B. Based on your conclusion, what type of error could you have just made?
Describe a consequence of making this type of error.
Transcribed Image Text:2. An official at FEMA (the Federal Emergency Management Agency) wants to determine if they should work with the U.S. Small Business Administration to offer low-interest disaster loans to businesses in cities in Texas due to the recent severe winter storms. If data suggests that the proportion of businesses severely affected by the severe winter storm in a given city is more than 10%, they will offer the low-interest disaster loans in that city. A random sample of 110 businesses from Dallas indicates that 17 of them were severely affected by the severe winter storm. A. Do the data provide the significant evidence that would lead FEMA to offer these low-interest disaster loans at the a = 0.05 level? B. Based on your conclusion, what type of error could you have just made? Describe a consequence of making this type of error.
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