Question

a semicircle is inserted into equilateral triangles?what portion of trainglelies lies inside semicircle​

Answer 1

The question is wrong a semicircle is not equal to equilateral triangle. Please confirm the question

Answer 2

Answer:

The triangle ABC inscribes within a semicircle. The angle at vertex C is always a right angle of 90°, and therefore the inscribed triangle is always a right angled triangle providing points A, and B are across the diameter of the circle. The area within the triangle varies with respect to its perpendicular height from the base AB. There is only one point when the triangle will have the largest area.                                                                                                           Step-by-step explanation: