In: Statistics and Probability
One of the best indicators of the health of a baby is his/her weight at birth. The National Center for Health Statistics reports that although infants weighing 5 1/2 pounds (88 ounces) or less account for only 7% of births, they account for nearly 2/3 of infant deaths.
In the United States, mothers who live in poverty generally have babies with lower birthweight than those who do not live in poverty. While the average birthweight for babies born in the U.S. is approximately 3000 grams, the average birthweight for women living in poverty is 2000 grams.
Recently, a local hospital introduced an innovative new prenatal care program to reduce the number of low birthweight babies born in the hospital. In the first year, 35 mothers, all of whom live in poverty, participated in this program. Data drawn from hospital records reveals that the babies born to these women had a birthweight of 3175 grams, with a standard deviation of 550 grams.
You are to determine if the program was effective using a single sample t test.
What is the null hypothesis? ____________________________________
What is the alternative hypothesis? _________________________________________
Use the following data to perform the calculations. You will have to type in your data to the online calculator (http://www.graphpad.com/quickcalcs/OneSampleT1.cfm?Format=SD (Links to an external site.) )
Mean = ______
SD = ______
N = ______
Select the entry box option (4th radio button) and enter the original birthweight that the study is trying to change.
Please Copy and paste the results from the online calculator as mine isn't working
Null hypothesis : The difference between the observed mean of birthweight for program babies and the expected mean of birthweight for poor women is zero.
Alternative hypothesis - The difference between the observed mean of birthweight for program babies and the expected mean of birthweight for poor women is not zero.