Answer:
Explanation:
5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%5.3%uestion
A square with sides measuring 5 millimeters each is drawn within the figure shown. A point within the figure is randomly selected.
What is the approximate probability that the randomly selected point will lie inside the square?
5.3%
8.4%
13.3%
18.1%
uestion
A square with sides measuring 5 millimeters each is drawn within the figure shown. A point within the figure is randomly selected.
What is the approximate probability that the randomly selected point will lie inside the square?
5.3%
8.4%
13.3%
18.1%
uestion
A square with sides measuring 5 millimeters each is drawn within the figure shown. A point within the figure is randomly selected.
What is the approximate probability that the randomly selected point will lie inside the square?
5.3%
8.4%
13.3%
18.1%
uestion
A square with sides measuring 5 millimeters each is drawn within the figure shown. A point within the figure is randomly selected.
What is the approximate probability that the randomly selected point will lie inside the square?
5.3%
8.4%
13.3%
18.1%
uestion
A square with sides measuring 5 millimeters each is drawn within the figure shown. A point within the figure is randomly selected.
What is the approximate probability that the randomly selected point will lie inside the square?
5.3%
8.4%
13.3%
18.1%
uestion
A square with sides measuring 5 millimeters each is drawn within the figure shown. A point within the figure is randomly selected.
What is the approximate probability that the randomly selected point will lie inside the square?
5.3%
8.4%
13.3%
18.1%
uestion
A square with sides measuring 5 millimeters each is drawn within the figure shown. A point within the figure is randomly selected.
What is the approximate probability that the randomly selected point will lie inside the square?
5.3%
8.4%
13.3%
18.1%