Half life of a radio active element

In summary, the half-life period of N-13 is 10.1 minutes and its lifetime is said to be infinite. The formula used to arrive at this answer is taking the time for three-quarters to decay, which is 2 times the half-life, and so on, resulting in infinity. For the second question, the formula N = N0 / e is used to find the time taken by a radioactive element to reduce 1/e times, known as the mean life.
  • #1
logearav
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Homework Statement


The half life period of N-13 is 10.1 minute. Its life time is -------
The answer has been given as infinity.
Could someone help the formula to arrive at this answer
2. The time taken by the radio active element to reduce 1/e times is -----
The answer has been given as Mean Life.
How this answer comes?
Please help, revered members.


Homework Equations





The Attempt at a Solution


 
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  • #2
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  • #3
thanks tiny-tim. for the second question i put N = N0 / e AND GOT THE ANSWER. THANKS AGAIN
 

Related to Half life of a radio active element

1. What is the half life of a radioactive element?

The half life of a radioactive element is the amount of time it takes for half of the original amount of the element to decay into a more stable form.

2. How is the half life of a radioactive element measured?

The half life of a radioactive element is measured by observing the rate of decay of the element over time and calculating when half of the original amount has decayed.

3. How does the half life of a radioactive element affect its stability?

The half life of a radioactive element is directly related to its stability. The longer the half life, the more stable the element is, as it takes longer for half of the original amount to decay.

4. Can the half life of a radioactive element be changed?

The half life of a radioactive element is a constant property of that element and cannot be changed. It is a fundamental characteristic of the element's atomic structure.

5. How does the half life of a radioactive element impact its potential uses?

The half life of a radioactive element is important in determining its potential uses. Elements with shorter half lives are often used in medical treatments, while those with longer half lives are used in dating fossils and rocks.

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