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The Proportion of Individuals with an Rh-Positive Blood Type Is

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The proportion of individuals with an Rh-positive blood type is 88%. You have a random sample of n = 500 individuals.
What is the mean of The proportion of individuals with an Rh-positive blood type is 88%. You have a random sample of n = 500 individuals. What is the mean of   , the sample proportion with Rh-positive blood type? ______________ What is the standard deviation? ______________ Is the distribution approximately normal? ______________ What is the probability that the sample proportion exceeds 85%. ______________ What is the probability that the sample proportion   lies between 86% and 91%? ______________ 99% of the time, the sample proportion   would lie between what two limits? Lower Limit = ______________ Upper Limit = ______________ , the sample proportion with Rh-positive blood type?
______________
What is the standard deviation?
______________
Is the distribution approximately normal?
______________
What is the probability that the sample proportion exceeds 85%.
______________
What is the probability that the sample proportion The proportion of individuals with an Rh-positive blood type is 88%. You have a random sample of n = 500 individuals. What is the mean of   , the sample proportion with Rh-positive blood type? ______________ What is the standard deviation? ______________ Is the distribution approximately normal? ______________ What is the probability that the sample proportion exceeds 85%. ______________ What is the probability that the sample proportion   lies between 86% and 91%? ______________ 99% of the time, the sample proportion   would lie between what two limits? Lower Limit = ______________ Upper Limit = ______________ lies between 86% and 91%?
______________
99% of the time, the sample proportion The proportion of individuals with an Rh-positive blood type is 88%. You have a random sample of n = 500 individuals. What is the mean of   , the sample proportion with Rh-positive blood type? ______________ What is the standard deviation? ______________ Is the distribution approximately normal? ______________ What is the probability that the sample proportion exceeds 85%. ______________ What is the probability that the sample proportion   lies between 86% and 91%? ______________ 99% of the time, the sample proportion   would lie between what two limits? Lower Limit = ______________ Upper Limit = ______________ would lie between what two limits?
Lower Limit = ______________
Upper Limit = ______________

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0.88; 0.01...

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