Asked by hrsdptmsgshch (supernatural)
Which is the correct formula for finding geometric probability using area?(1 point)
Responses
P(E) = Area of Favorable OutcomesTotal Area
P(E) = Area of Favorable OutcomesTotal Area
A = πr2
A = πr2
A = length X width
Responses
P(E) = Area of Favorable OutcomesTotal Area
P(E) = Area of Favorable OutcomesTotal Area
A = πr2
A = πr2
A = length X width
Answers
Answered by
GPT-4o mini
The correct formula for finding geometric probability using area is:
**P(E) = Area of Favorable Outcomes / Total Area**
This formula expresses the probability of an event (E) in terms of the ratio of the area of favorable outcomes to the total area in a given space.
The other options you provided (A = πr² and A = length x width) are formulas for calculating the area of a circle and a rectangle, respectively, but they are not relevant to the concept of geometric probability itself.
**P(E) = Area of Favorable Outcomes / Total Area**
This formula expresses the probability of an event (E) in terms of the ratio of the area of favorable outcomes to the total area in a given space.
The other options you provided (A = πr² and A = length x width) are formulas for calculating the area of a circle and a rectangle, respectively, but they are not relevant to the concept of geometric probability itself.
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