Half life of a radio active element

AI Thread Summary
The half-life of the radioactive element N-13 is 10.1 minutes, and its lifetime is considered infinite due to the nature of radioactive decay. The concept of half-life indicates that it takes a specific time for half of the substance to decay, while the total decay process theoretically continues indefinitely. To find the time taken for the element to reduce to 1/e of its original amount, the mean life formula is applied, which relates to the decay constant. The standard decay equation can be used to derive these values effectively. Understanding these principles is crucial for solving related problems in radioactive decay.
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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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thanks tiny-tim. for the second question i put N = N0 / e AND GOT THE ANSWER. THANKS AGAIN
 
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