Which construction requires both endpoints of the diameter and the points where the arcs intersect the circle to be connected, i
n order, by line segments? A. an equilateral triangle inscribed in a circle
B. a square inscribed in a circle
C. a similar circle inscribed in a circle
D. a regular hexagon inscribed in a circle
( It is NOT C. I tried.)
Which construction requires both endpoints of the diameter and the points where the arcs intersect the circle to be connected, in order, by line segments?
The correct answer is - a regular hexagon inscribed in a circle.
This can be shown with an image. Please find the image attached. If we start from the top point, we can see that in order, all the line segments join.
Associative property is the one that says that when 3 or more numbers are summed, the grouping of such numbers has no effect on the result of the sum. It is:
(a + b) + c = a + (b + c) for every a, b and c real numbers.