III. Solve the following problems below. Also, draw the corresponding graph. 1. The probability that 20 students will have a GWA between 1.25 and 1.75 is 21.41%. If the class' GWA has a standard deviation of 1.50, what is the average GWA of the class if the z-score that corresponds to 1.25 is -2.24, and 1.75 is -0.75? 2. 1. The average of a teachers serving the Montessori is 15 years. Assume the standard deviation is 60 months. If a random sample of 23 teachers were selected, find the probability that the mean of their service is between 108 and 144 months.

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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III. Solve the following problems below. Also, draw the corresponding
graph.
1. The probability that 20 students will have a GWA between 1.25
and 1.75 is 21.41%. If the class' GWA has a standard deviation of
1.50, what is the average GWA of the class if the z-score that
corresponds to 1.25 is -2.24, and 1.75 is -0.75?
2.1.
The average of a teachers serving the Montessori is 15
years. Assume the standard deviation is 60 months. If a random
sample of 23 teachers were selected, find the probability that the
mean of their service is between 108 and 144 months.
Transcribed Image Text:III. Solve the following problems below. Also, draw the corresponding graph. 1. The probability that 20 students will have a GWA between 1.25 and 1.75 is 21.41%. If the class' GWA has a standard deviation of 1.50, what is the average GWA of the class if the z-score that corresponds to 1.25 is -2.24, and 1.75 is -0.75? 2.1. The average of a teachers serving the Montessori is 15 years. Assume the standard deviation is 60 months. If a random sample of 23 teachers were selected, find the probability that the mean of their service is between 108 and 144 months.
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