the diameter
It is harder to describe than to demonstrate. Make a square with four of the picks. Then lay one pick so it bisects a side and only reaches the center of the square. Place a second pick so it touches this pick inside the square and bisects an adjacent side. You've made a small square in side the first square. Last use the last two picks to make a square with those two picks. This should give you two large squares that are 1 by 1 and a third square that is 0.5 by 0.5.
Thales
no!
Yes.
Not only can it but it must. And both of them.
Any straight line through its centroid (centre of gravity).
No, but the diagonals of a square does bisects its interior angles.
when a ray bisects an angle, it does all of the following expect what
The altitude of a trapezoid bisects the bases of the trapezoid.
the diameter
It is harder to describe than to demonstrate. Make a square with four of the picks. Then lay one pick so it bisects a side and only reaches the center of the square. Place a second pick so it touches this pick inside the square and bisects an adjacent side. You've made a small square in side the first square. Last use the last two picks to make a square with those two picks. This should give you two large squares that are 1 by 1 and a third square that is 0.5 by 0.5.
The answer depends on which ray bisects XBY, and where A is located.
The diagonals of a square are perpendicular (they intersect and form right angles). But they are angles bisectors since they bisect each pair of opposite angles. A perpendicular bisector actually bisects a side of a figure.
Midpoint
If a segment bisects one side of a triangle and is parallel to another side, it bisects the third side as well.
it is the tropic of Capricorn