7. A pediatrician claims that the mean birth weight of a single-birth baby is greater than the mean birth weight of a baby that has a twin. The mean birth weight of a random sample of 85 single-birth...


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7. A pediatrician claims that the mean birth weight of a single-birth baby is<br>greater than the mean birth weight of a baby that has a twin. The mean birth<br>weight of a random sample of 85 single-birth babies is 3086 grams with a<br>standard deviation of 563 grams. The mean birth weight of a random sample<br>of 68 babies that have a twin is 2263 grams with a standard deviation of 624<br>grams. At a = 0.10, can you support the pediatrician's claim? Interpret the<br>decision in the context of the original claim.<br>

Extracted text: 7. A pediatrician claims that the mean birth weight of a single-birth baby is greater than the mean birth weight of a baby that has a twin. The mean birth weight of a random sample of 85 single-birth babies is 3086 grams with a standard deviation of 563 grams. The mean birth weight of a random sample of 68 babies that have a twin is 2263 grams with a standard deviation of 624 grams. At a = 0.10, can you support the pediatrician's claim? Interpret the decision in the context of the original claim.

Jun 10, 2022
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