The probability of getting four is 9/25. It is obtained by applying the probability P(A) = n(A)/n(S).
Probability is the fraction of favorable outcomes to the total outcomes of the event.
I.e., P(A) = n(A)/n(S)
Where n(A) - favorable outcomes
n(S) - total outcomes
A - an event
The six-sided die was rolled 50 times
The event is getting number 4 on the die
The count of favorable outcomes = 18
Total number of outcomes = 50
So,
The probability of getting 4 = 18/50
= 9/25
Therefore, the required experimental probability of getting four is 9/25.
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