5. 362 households were surveyed. The findings are summarized in the following table. Have at least one Do not have any maxed-out credit card maxed-out credit cards Homeowner 99 70 Home renter 113 80...


5.<br>362 households were surveyed. The findings are summarized in the following table.<br>Have at least one<br>Do not have any<br>maxed-out credit card<br>maxed-out credit cards<br>Homeowner<br>99<br>70<br>Home renter<br>113<br>80<br>a. What is the probability that a randomly selected household has at least one maxed-out<br>credit card? Consider only 3 decimals for your final answer.<br>

Extracted text: 5. 362 households were surveyed. The findings are summarized in the following table. Have at least one Do not have any maxed-out credit card maxed-out credit cards Homeowner 99 70 Home renter 113 80 a. What is the probability that a randomly selected household has at least one maxed-out credit card? Consider only 3 decimals for your final answer.
b. What is the probability that a randomly selected household owns their house? Consider<br>only 3 decimals for your final answer.<br>c. Are the events that a household has at least one maxed-out credit card and they own their<br>house independent? Justify your answer.<br>Note: in parts a. and b. probability is the same as proportion.<br>

Extracted text: b. What is the probability that a randomly selected household owns their house? Consider only 3 decimals for your final answer. c. Are the events that a household has at least one maxed-out credit card and they own their house independent? Justify your answer. Note: in parts a. and b. probability is the same as proportion.

Jun 08, 2022
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