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joejonaslover7476
28.08.2019 •
Mathematics
How many significant digits is in 70.00?
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Ответ:
Ответ:
all below
Step-by-step explanation:
Part A: The hypothesized value of proportion is P=0.92. So for sample size n=200, the standard deviation of distribution is σ=sqrt/px(1-p) divided by n = 0.0192
For given observation, the sample proportion p= 175/200 = 0.875
So the test statistic is Z= p-P/σ = 0.875 - .92/ 0.0192 = -2.34
Required probability = P(Z< -2.34)=0.0096
Therefore, the probability that in the simple random sample of 200 orders, is as small as the proportion in the auditors' sample or smaller is just less than 1%.\
Part B: It is 99% probable that the proportion is not 0.92. There is enough evidence, at the 0.01 level, that Monogram Masters ships less than 92% of its orders on time.