Based on data from the American Red Cross, there is a 0.45 probability that a randomly selected American will have Type O blood. This means that: In a very large number of Americans, close to 45% of them will have Type O blood. In a very large number of Americans, the average number who have Type O blood will be very close to 45. In one million Americans, the number of Americans who have Type O blood will be within ± 100 of 450 Americans. In every 100 Americans, exactly 45 will have Type O blood. Is the last option correct? In every 100 americans, exactly 45 will have type o blood
Based on data from the American Red Cross, there is a 0.45 probability that a randomly selected American will have Type O blood. This means that: In a very large number of Americans, close to 45% of them will have Type O blood. In a very large number of Americans, the average number who have Type O blood will be very close to 45. In one million Americans, the number of Americans who have Type O blood will be within ± 100 of 450 Americans. In every 100 Americans, exactly 45 will have Type O blood. Is the last option correct? In every 100 americans, exactly 45 will have type o blood
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Based on data from the American Red Cross, there is a 0.45
In a very large number of Americans, close to 45% of them will have Type O blood. |
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In a very large number of Americans, the average number who have Type O blood will be very close to 45. |
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In one million Americans, the number of Americans who have Type O blood will be within ± 100 of 450 Americans. |
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In every 100 Americans, exactly 45 will have Type O blood. |
Is the last option correct? In every 100 americans, exactly 45 will have type o blood
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