1. This graph shows the relationship between the mean height of human parents and the mean height of their adult offspring in a particular population. (The “midparent height" is the average height, in inches, of the mother and father.) a. List any of the four conditions necessary for natural selection that are supported by the information in this graph.

Case Studies In Health Information Management
3rd Edition
ISBN:9781337676908
Author:SCHNERING
Publisher:SCHNERING
Chapter7: Healthcare Statistics And Research Methods
Section: Chapter Questions
Problem 7.33.3C
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ANSWER PART A AND B SHOW WORK PLEASE

71
y = 23.397 + 0.65027x
1. This graph shows the relationship between the
mean height of human parents and the mean
height of their adult offspring in a particular
population. (The “midparent height" is the average
height, in inches, of the mother and father.)
70-
69-
68-
67
a. List any of the four conditions necessary for
natural selection that are supported by the
information in this graph.
66 -
65
64
66
68
70
72
MidParent height (x)
b. Assume that the variation in height in this population is due to just two factors: (1) variation in
their genes, and (2) variation in the food each person consumes while growing up (i.e. nutrition).
A study shows that 30% of the variation in height within this population is due to variation in
nutrition among individuals in this population.
Mean height of adult Offspring (y)
Transcribed Image Text:71 y = 23.397 + 0.65027x 1. This graph shows the relationship between the mean height of human parents and the mean height of their adult offspring in a particular population. (The “midparent height" is the average height, in inches, of the mother and father.) 70- 69- 68- 67 a. List any of the four conditions necessary for natural selection that are supported by the information in this graph. 66 - 65 64 66 68 70 72 MidParent height (x) b. Assume that the variation in height in this population is due to just two factors: (1) variation in their genes, and (2) variation in the food each person consumes while growing up (i.e. nutrition). A study shows that 30% of the variation in height within this population is due to variation in nutrition among individuals in this population. Mean height of adult Offspring (y)
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