Question 44 The heights of students in some population has a Normal distribution with mean 172 cm. In this population, twenty percent of the students have heights greater than or cqual to 181 cm. What is the standard deviation of the heights of the students in this population? Round your answer to the nearest integer. O 7 cm

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Question 44
The heights of students in some population has a Normal distribution with mean 172
cm. In this population, twenty percent of the students have heights greater than or
equal to 181 cm. What is the standard deviation of the heights of the students in this
population?
Round
your answer to the nearest integer.
O 7 cm
O None of the other choices gives the correct value to the nearest integer.
О 12 ст
O 8 cm
O 11 cm
O 10 cm
O 9 cm
Question 45
A regression between foot length (response variable measured in cm) and height (ex-
planatory variable measured in inches) for 35 students resulted in the following regres-
sion equation: ŷ
cm using the conversion factor 1 inch 2.54 cm and recalculate the regression equation
with both the variables measures in cm, what will be the slope of the new regression
equation?
= 10.5 + 0.3x. If we convert the heights of all these 35 students into
O 0.76
O 0.12
O 0.08
O 1.94
0.09
O 0,3
Transcribed Image Text:Question 44 The heights of students in some population has a Normal distribution with mean 172 cm. In this population, twenty percent of the students have heights greater than or equal to 181 cm. What is the standard deviation of the heights of the students in this population? Round your answer to the nearest integer. O 7 cm O None of the other choices gives the correct value to the nearest integer. О 12 ст O 8 cm O 11 cm O 10 cm O 9 cm Question 45 A regression between foot length (response variable measured in cm) and height (ex- planatory variable measured in inches) for 35 students resulted in the following regres- sion equation: ŷ cm using the conversion factor 1 inch 2.54 cm and recalculate the regression equation with both the variables measures in cm, what will be the slope of the new regression equation? = 10.5 + 0.3x. If we convert the heights of all these 35 students into O 0.76 O 0.12 O 0.08 O 1.94 0.09 O 0,3
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