Question

the probability that a person shall not die is​

Answer 1

the probability that a person shall not die is​ ZERO " 0"

Step-by-step explanation:

Probability of any event is always between 0 and 1  ( including both )

Impossible events has  0  ( zero ) probability

Sure events has  1  probability

P(E) + P(E')  = 1

P( E) = Probability of evet E  happening

P (E') = Probability of Even E not happening

Life is Mortal , Whoever is born , will also die

hence a person will die is a sure event

hence probability that person  will die is 1

so event that a person shall not die is impossible event

hence probability that person shall not dies is  0  ( Zero)

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Answer 2

SOLUTION

TO DETERMINE

The probability that a person shall not die

CONCEPT TO BE IMPLEMENTED

PROBABILITY

In any random experiment if the total number of elementary ( simple) events in the sample space be n ( a finite number) among which the number of elementary events favourable to an event A, connected with the experiment be m then the probability of the event A is denoted by P (A) and defined as

$\displaystyle \sf{}P(A) = \frac{m}{n}$

• For an impossible event, the number of favourable cases is zero and hence it's probability is 0

• On the other hand for a certain event S all cases are favourable cases and hence it's probability is 1

EVALUATION

Here the event is that a person shall not die

Since every person is mortal , the number of possible outcomes for the event that a person shall not die is zero

So the event that a person shall not die is an impossible event

Now we know that probability of an impossible event is zero

Hence the probability of the event that a person shall not die is Zero ( 0 )

FINAL ANSWER

The required probability that a person shall not die is zero ( 0 )

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