The average weight at birth of babies is µ = 7.7 lbs. with a standard deviation of σ = 1.1 lbs. A mother, interested to see whether the babies born in Santa Cruz in September were heavier or lighter than the national average, gathered data from n = 36 babies and found a mean weight of M = 8.9 lbs.
a) Calculate the Z-test value.
b) What are the z-critical values if we want to use an .01 alpha level?
c) What decision regarding the null hypothesis?
d) Calculate a 80% confidence interval for the weight of Santa Cruz babies born in September. Make sure to use the standard error you calculated in the previous question.
e) Calculate the standard error.
The average weight at birth of babies is µ = 7.7 lbs. with a standard deviation...
1. Suppose we know that the birth weight of babies is normally and standard deviation 500g. (1) What is the probability that a baby is born that wei than 3100g? I t What are the parameters? a. b. Construct the normal distribution density curve. then shade your seeking area. ind the z-score, and then shade your seeking area. construct the standard normal distribution density curve, d. Find the probability. 1. Suppose we know that the birth weight of babies is...
The table below shows the birth weight in grams of 12 babies born at 40 weeks to mothers with type I diabetes. 4165 2894 4106 3591 2867 3528 3215 3026 4300 4174 4032 3771 a) Calculate the sample mean and variance for the birth weight in this sample. b) Estimate the population mean and variance and compare with the known values μ0=3525 grams and σ0=450 grams (the data were actually generated using a normal distribution with these parameter values). Why...
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