A consulting firm that surveyed consumers’ holiday shopping behavior found that the percentage of consumers from the US, Canada, and China who said that they planned to spend more on holiday shopping were 40%, 34% and 73%, respectively The survey also found that the percentage of consumers from the US, Canada, and China who said that they were willing to share personal information with retailers in order to receive personalized offers from retailers were 55%, 46% and 72%, respectively Assume that there are equal portions of consumers being surveyed from each of the three countries, the survey results are good representations of the three populations of consumers, and whether a consumer plans to spend more on holiday shopping is statistically independent of whether he/she is willing to share personal information with retailers in order to receive personalized offers from retailers If you randomly select a consumer from the US, what is the probability that the consumer plans to spend more on holiday shopping and is willing to share personal information with retailers in order to receive personalized offers from retailers? If you randomly select a consumer from Canada, what is the probability that the consumer plans to spend more on holiday shopping and is not willing to share personal information with retailers in order to receive personalized offers from retailers? If you randomly select a consumer from China, what is the probability that the consumer does not plan to spend more on holiday shopping and is willing to share personal information with retailers in order to receive personalized offers from retailers? If you randomly select a consumer from the US, what is the probability that the consumer does not plan to spend more on holiday shopping and is not willing to share personal information with retailers in order to receive personalized offers from retailers? If you randomly select a consumer from any of the three countries, what is the probability that the consumer plans to spend more on holiday shopping? If you randomly select a consumer from any of the three countries, what is the probability that the consumer is not willing to share personal information with retailers in order to receive personalized offers from retailers? If you randomly select a consumer from any of the three countries, what is the probability that the consumer plans to spend more on holiday shopping and is willing to share personal information with retailers in order to receive personalized offers from retailers? If you randomly select a consumer from any of the three countries, what is the probability that the consumer does not plan to spend more on holiday shopping and is willing to share personal information with retailers in order to receive personalized offers from retailers? If you randomly select a consumer from any of the three countries, what is the probability that the consumer plans to spend more on holiday shopping and is not willing to share personal information with retailers in order to receive personalized offers from retailers? If you randomly select a consumer from any of the three countries, what is the probability that the consumer does not plan to spend more on holiday shopping and is not willing to share personal information with retailers in order to receive personalized offers from retailers? If you randomly select a consumer from any of the three countries, what is the probability that the consumer is from the US who plans to spend more on holiday shopping and is willing to share personal information with retailers in order to receive personalized offers from retailers? If you randomly select a consumer from any of the three countries, what is the probability that the consumer is from the US or China who plans to spend more on holiday shopping and is willing to share personal information with retailers in order to receive personalized offers from retailers? If you randomly select a consumer from any of the three countries, what is the probability that the consumer is from the US or China who does not plan to spend more on holiday shopping and is not willing to share personal information with retailers in order to receive personalized offers from retailers?
A consulting firm that surveyed consumers’ holiday shopping behavior found that the percentage of consumers from the US, Canada, and China who said that they planned to spend more on holiday shopping were 40%, 34% and 73%, respectively The survey also found that the percentage of consumers from the US, Canada, and China who said that they were willing to share personal information with retailers in order to receive personalized offers from retailers were 55%, 46% and 72%, respectively Assume that there are equal portions of consumers being surveyed from each of the three countries, the survey results are good representations of the three populations of consumers, and whether a consumer plans to spend more on holiday shopping is statistically independent of whether he/she is willing to share personal information with retailers in order to receive personalized offers from retailers
If you randomly select a consumer from the US, what is the
If you randomly select a consumer from Canada, what is the probability that the consumer plans to spend more on holiday shopping and is not willing to share personal information with retailers in order to receive personalized offers from retailers?
If you randomly select a consumer from China, what is the probability that the consumer does not plan to spend more on holiday shopping and is willing to share personal information with retailers in order to receive personalized offers from retailers?
If you randomly select a consumer from the US, what is the probability that the consumer does not plan to spend more on holiday shopping and is not willing to share personal information with retailers in order to receive personalized offers from retailers?
If you randomly select a consumer from any of the three countries, what is the probability that the consumer plans to spend more on holiday shopping?
If you randomly select a consumer from any of the three countries, what is the probability that the consumer is not willing to share personal information with retailers in order to receive personalized offers from retailers?
If you randomly select a consumer from any of the three countries, what is the probability that the consumer plans to spend more on holiday shopping and is willing to share personal information with retailers in order to receive personalized offers from retailers?
If you randomly select a consumer from any of the three countries, what is the probability that the consumer does not plan to spend more on holiday shopping and is willing to share personal information with retailers in order to receive personalized offers from retailers?
If you randomly select a consumer from any of the three countries, what is the probability that the consumer plans to spend more on holiday shopping and is not willing to share personal information with retailers in order to receive personalized offers from retailers?
If you randomly select a consumer from any of the three countries, what is the probability that the consumer does not plan to spend more on holiday shopping and is not willing to share personal information with retailers in order to receive personalized offers from retailers?
If you randomly select a consumer from any of the three countries, what is the probability that the consumer is from the US who plans to spend more on holiday shopping and is willing to share personal information with retailers in order to receive personalized offers from retailers?
If you randomly select a consumer from any of the three countries, what is the probability that the consumer is from the US or China who plans to spend more on holiday shopping and is willing to share personal information with retailers in order to receive personalized offers from retailers?
If you randomly select a consumer from any of the three countries, what is the probability that the consumer is from the US or China who does not plan to spend more on holiday shopping and is not willing to share personal information with retailers in order to receive personalized offers from retailers?
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