Use the numbers $0, \frac{1}{4}, \frac{1}{2}, \frac{2}{3}$ or $1$ to show what you think the probability is you will not live until your $160^{t h}$ birthday.

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Solution

Determining the probability
We know that the average age of a human being is between $60 - 80$ years.
So, it's highly unlikely to live up to $160^{t h}$ birthday.
Therefore, the probability of not living until your $160^{t h}$ birthday is $1$ .

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Use the numbers 0,14,12,23 or 1 to show what you think the probability is you will not live until your 160th birthday.

Determining the probabilityWe know that the average age of a human being is between 60-80 years. So, it's highly unlikely to live up to 160th birthday.Therefore, the probability of not living until your 160th birthday is 1.

Use the numbers $0, \frac{1}{4}, \frac{1}{2}, \frac{2}{3}$ or $1$ to show what you think the probability is you will not live until your $160^{t h}$ birthday.

Determining the probability
We know that the average age of a human being is between $60 - 80$ years.
So, it's highly unlikely to live up to $160^{t h}$ birthday.
Therefore, the probability of not living until your $160^{t h}$ birthday is $1$ .