Thread: Tetragon

We’ve got the convex tetragon ABCD. Straight inclusive bisectors of angles A and C intersect in point P, and straight inclusive bisectors of angles B and D in point Q. The angle PAQ is the right angle. Prove that the angle PCQ is too a right angle.

Originally Posted by adam23

We’ve got the convex tetragon ABCD. Straight inclusive bisectors of angles A and C intersect in point P, and straight inclusive bisectors of angles B and D in point Q. The angle PAQ is the right angle. Prove that the angle PCQ is too a right angle.

What have you been able to do so far?

-Dan

That's my problem. I don't know how start this exercise. I only know that points P and Q are outside this tetragon.

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Originally Posted by Farenxdesign

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Definition and properties of a tetragon. Includes a cool math applet useful as a classroom activity and manipulative.

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Like a ‘conventional’ function of real variable, a discrete function can be defined in explicit or implicit form. Defining a sequence in explicit form means to have a computational formula that permits for each
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