To find the area of the shaded segment, we'd subtract the area of the triangle formed by the circle's center and the two endpoints of the arc from the area of the sector (the pie-shaped part of the circle).
If the radius (r) of the circle is 5m, the area of the entire circle would be A = πr² = π(5m)² = 25π m².
To find the area of the shaded segment, I'd need the angle in degrees or radians that the sector makes at the center of the circle. Could you provide that angle?
