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The required geometric probability of scoring 2 or 4 points with one randomly is 0.754 and 75.4%.
Given that,
Juan’s game board is a square with 50 cm sides.
The area of the large circle is about 1,963.5 square cm.
The area of the smallest circle is about 78.5 square cm. What is the geometric probability of scoring 2 or 4 points with one randomly thrown dart is to be determined.
What is probability?
Probability can be defined as the ratio of favorable outcomes to the total number of events.
The area for the circle that contains the number 2 or 4 is given as
= 1963.5 - 78.5
= 1885 cm²
Area of the square board = 50²
= 2500 cm²
Geometric probability of scoring 2 or 4 points with one randomly thrown dart = 1885 / 2500
= 0.754
Thus, the required geometric probability of scoring 2 or 4 points with one randomly is 0.754 and 75.4%.
Learn more about probability here:
brainly.com/question/14290572
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