Step-by-step explanation:
The geometric probability of scoring an odd
number of points is: 13/25
How to find the geometric probability:
The given information describes Juan's new game board, which has 25 squares. Out of these, 8 squares are labeled 1, 5 squares are labeled 5, 4 squares are labeled 2, and 8 squares are labeled 4. We need to find the geometric probability of scoring an odd number of points.
Geometric probability: is the ratio of the area of the favorable region to the area of the entire region.
In this case, the favorable region is the set of squares labeled 1 and 5, which correspond Geometric probability is the ratio of the area of the favorable region to the area of the entire region.
In this case, the favorable region is the set of squares labeled 1 and 5, which correspond to odd numbers. The area of the favorable region is 8 + 5 = 13, and the area of the entire region is 25.
Therefore, the geometric probability of scoring an odd number of points is:
geometric probability = Area of favorable region/Area of entire region
geometric probability = 13/25
The geometric probability of scoring an odd
number of points is 13/25 .
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