If the total number of equally likely outcomes is 50, how can you find the theoretical probability of a simple event? CHOSE THE ANSWER (add, subtract, divide, multiply) (50, the total number of all possible outcomes, the number of ways the event can occur) by (50, the total number of all possible outcomes, the number of ways the event can occur)

WE DIVIDE THE 50, THE NUMBER OF WAYS THE EVENTS CAN OCCUR BY THE TOTAL NUMBER OF POSSIBLE OUTCOMES

Step-by-step explanation:

Theoretical Probability in mathematics can be defined as the possibility or the likelihood that a particular event can happen or occur.

Mathematically, the theoretical probability of an event occurring can be expressed as:

P(Event) = Number of favorable outcomes/ Number of possible outcomes

In theoretical probability, the Number of favorable outcomes is also equal to the total number of equally likely outcomes.

In the question above, we are told that the total number of equally likely outcomes = 50.

Therefore, the Theoretical Probability of the event occurring is:

WE DIVIDE THE 50, THE NUMBER OF WAYS THE EVENTS CAN OCCUR BY THE TOTAL NUMBER OF POSSIBLE OUTCOMES

answer: 1 2 3 6

step-by-step explanation:

1x6=6 2x3=6