Distance: Consider the mortality table given below:Age (in years)Number of persons surviving out of a sample of one million60173846112560629008635980644050652730In the given table, probability for an event is \[\mathbf{P=}\frac{\mathbf{14656}}{\mathbf{17384}}\], then P should be the probability that a person

aged 60' will die within two years.

'aged 65' will die within a year.

aged 62' will die within 3 years.

'aged 60' will die within 5 years.

Distance: Consider the mortality table given below:Age (in years)Numbe

1.	Distance: Consider the mortality table given below:Age (in years)Number of persons surviving out of a sample of one million60173846112560629008635980644050652730In the given table, probability for an event is \[\mathbf{P=}\frac{\mathbf{14656}}{\mathbf{17384}}\], then P should be the probability that a person
A.	aged 60' will die within two years.
B.	'aged 65' will die within a year.
C.	aged 62' will die within 3 years.
D.	'aged 60' will die within 5 years.
Answer» E.

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