Can P(C) be found using the method shown in the photo?

  • Thread starter desmond iking
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In summary, the conversation is about finding the probability of event C, which is defined as at least one of the used stamps being missing. The person asking the question is confused about why they cannot use the method shown in a photo to find P(C). The expert clarifies that the method is not correct because it assumes all unused stamps are missing, which is not true since at least one of them has to be used. The expert also suggests using the event D, which is defined as all three missing stamps being unused, and argues that P(C) can be calculated as 1-P(D).
  • #1
desmond iking
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Homework Statement



i have problem of finding P(C) , why can't i use the method as in the photo to find P(C) beacuse 1-(all unused stamps are missing)= at least 1 use stamps is missing.

Homework Equations





The Attempt at a Solution

 

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  • #2
C is the event at least one of the used stamps is missing.

"all unused stamps are missing" would mean there are 14 stamps missing - but the problem statement says only three are missing.

Did you mean, "all missing stamps are "unused"" - but that is not correct either since at least one of them has to be "used".

even C is the same as "at most two of the missing stamps are unused"

You need to comment your working.
 
  • #3
Ya I mean all the 3 stamps missing are unused.
 
  • #4
So if you write: D:=event all three missing stamps are unused, then you want to argue that P(C)=1-P(D), is that what you are saying?
 

1. What is the definition of "probability of missing items"?

The probability of missing items refers to the likelihood or chance that a certain item or items will not be present or available when needed or expected.

2. How is the probability of missing items calculated?

The probability of missing items is typically calculated by dividing the number of missing items by the total number of items. This can be expressed as a decimal, percentage, or fraction.

3. What factors can affect the probability of missing items?

There are several factors that can affect the probability of missing items, including human error, faulty inventory management processes, and natural disasters.

4. How can the probability of missing items be reduced or minimized?

The probability of missing items can be reduced by implementing efficient inventory management systems, conducting regular audits, and utilizing tracking technology. Proper training and education for employees can also help reduce the chances of human error.

5. Can probability theory be applied to the probability of missing items?

Yes, probability theory can be applied to the probability of missing items. This involves using mathematical principles and techniques to analyze and predict the likelihood of missing items based on past data and patterns.

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