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maxi12312345
07.07.2019 •
Mathematics
The basal diameter of a sea anemone is an indicator of its age, and in a certain population of anemones, the distribution of basal diameters is approximately normal with a mean of 5.3 cm and a standard deviation of 1.8 cm. suppose you randomly select five anemones from this population. a. what is the probability that all five anemones have a basal diameter more than 5.5 cm? (2pt)
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Ответ:
Step-by-step explanation:
Let X be the basal diameter of a sea anemone.
Given that X is N(5.3, 1.8)
Sample size =5
We have to find the prob that all five anemones have a basal diameter more than 5.5 cm
Prob (for one anemone >5.5 cm) =![P(Z\frac{5.5-5.3}{1.8/\sqrt{5} } =0.2485](/tpl/images/0062/1097/b665a.png)
Since each anemone selected is independent of the other anemone, the selected anemones follow Binomial with n =5 and p = 0.2485 and q=0.7515
P(X=5) = 1-P(X=0) = 1-0.7515^5
=0.7603
Note that 5 elements selected cannot be taken as normal since sample size is small.
No of anemones selected having a basal diameter more than 5.5 cm is
binomial with n=5 and p = 0.2585
Ответ:
The answer is As air temperature increased, hot tea sales decreased. I just did this question and this answer was right.