In a study concerning the influence of milk on growth, TWO equally sized groups of children are to be given different diets and their growth will be measured. (a) Calculate the number of children in each group that can find a difference of 0.5 cm in a distribution with a standard deviation of 2 cm, with a power of 90%, using a two-sided test at the 1% level (a = 0.01). [Hint: in G*Power choose Test → Means Two independent groups] Effect size = Sample size of each group = Total number of children in the study = (b) If the study only used 500 children, 250 in each group, what would be the power of the study? Power of the study =

Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter13: Probability And Calculus
Section13.2: Expected Value And Variance Of Continuous Random Variables
Problem 10E
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Would someone familiar with G-Power help me complete this?

In a study concerning the influence of milk on growth, TWO equally sized groups of children are to be given different diets and their
growth will be measured.
(a) Calculate the number of children in each group that can find a difference of 0.5 cm in a distribution with a standard deviation of 2
cm, with a power of 90%, using a two-sided test at the 1% level (a = 0.01).
[Hint: in G*Power choose Test →→ Means
Two independent groups]
Effect size =
Sample size of each group =
Total number of children in the study:
=
(b) If the study only used 500 children, 250 in each group, what would be the power of the study?
Power of the study =
Transcribed Image Text:In a study concerning the influence of milk on growth, TWO equally sized groups of children are to be given different diets and their growth will be measured. (a) Calculate the number of children in each group that can find a difference of 0.5 cm in a distribution with a standard deviation of 2 cm, with a power of 90%, using a two-sided test at the 1% level (a = 0.01). [Hint: in G*Power choose Test →→ Means Two independent groups] Effect size = Sample size of each group = Total number of children in the study: = (b) If the study only used 500 children, 250 in each group, what would be the power of the study? Power of the study =
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