2. The average travel time from your residence to your school is 35 minutes with a standard deviation of 10 minutes, If you want to be 99% certain that you will not be late for your first 8:00 am class, what is the latest time you should leave home? Assume that travel time is normally distributed.

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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1:43 9 A
4.5G.
42
A sg.docs.wps.com/l/s
19
88 A Course Module for Mathematics in the Modern World
Scanned with CamScanner
6.
P(1.13 < z < 1.39)
7.
P(0 <z< z,) = 0.1700
8.
P(-z, <z< 0) = 0.3708
Chapter 5: Data Manag
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P(z > z,) = 0.7389
37/85
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Transcribed Image Text:1:43 9 A 4.5G. 42 A sg.docs.wps.com/l/s 19 88 A Course Module for Mathematics in the Modern World Scanned with CamScanner 6. P(1.13 < z < 1.39) 7. P(0 <z< z,) = 0.1700 8. P(-z, <z< 0) = 0.3708 Chapter 5: Data Manag Scanned with CamScanner P(z > z,) = 0.7389 37/85 ...
1:42 9 A
4.5G.
42
i sg.docs.wps.com/l/s
19
Scanned with CamScanner
The average travel time from your residence to your school is 35 minutes with a
standard deviation of 10 minutes, If vou want to be 99% certain that you will not
be late for your first 8:00 am class, wbat is the latest time you should leave home?
Assume that travel time is normally distributed.
2.
Application (Creativity)
A.
Find the areas of each of the following z-scores:
Z-Scores
1.
0.99
2.
-0.52
3.
0.66
4.
1.87
5.
-2.58
6.
3.16
7.
-0.12
8.
-1.25
9.
2.09
10. 0.50
В.
Calculate the probabilities of the following:
1.
P(0 < z < 1.44)
2. P(-2.81 < z < 0)
Chapter 5: Data Manageme
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35/85
...
Transcribed Image Text:1:42 9 A 4.5G. 42 i sg.docs.wps.com/l/s 19 Scanned with CamScanner The average travel time from your residence to your school is 35 minutes with a standard deviation of 10 minutes, If vou want to be 99% certain that you will not be late for your first 8:00 am class, wbat is the latest time you should leave home? Assume that travel time is normally distributed. 2. Application (Creativity) A. Find the areas of each of the following z-scores: Z-Scores 1. 0.99 2. -0.52 3. 0.66 4. 1.87 5. -2.58 6. 3.16 7. -0.12 8. -1.25 9. 2.09 10. 0.50 В. Calculate the probabilities of the following: 1. P(0 < z < 1.44) 2. P(-2.81 < z < 0) Chapter 5: Data Manageme Scanned with CamScanner 35/85 ...
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