Thales remarked, that any point on a semicircle connected to the two ends of the circle effects a rectangular triangle. This means that in the Greek Theatre one would have a full view of the scene from every place in the theatre. There could quite posibly be more answers, but none at which are at hand right now.
Euclid, Phythagoras and Aristitotle, and also Thales of Miletus
Thales' Theorem states that if A, B, and C are points on a circle where the line segment AB is the diameter, then the angle ∠ACB is a right angle (90 degrees). This theorem highlights a fundamental property of circles and is attributed to the ancient Greek mathematician Thales of Miletus. It is often used in geometry to establish relationships between angles and arcs in circles.
Yes Thales did in fact he was credited for it "swagg boo"
Thales
most people believe that Elucid of Alaxander is the father of greek geometry by publishing all-time best-sellers book, The Elements. However the real father of Geometry is Thales. So you are correct.
Euclid, Phythagoras and Aristitotle, and also Thales of Miletus
He is credited with the first use of deductive reasoning applied to geometry
Thales of Miletus was a pre-Socratic Greek philosopher considered by many (even Aristotle) to be the first philosopher from the Greek tradition. In terms of the field of mathematics, Thales is known for being the first to apply deductive reasoning to geometry.
Although the exact birth date is not known, it is assumed that Thales was born around 624 B.C. in Miletus a region in Asia Minor. He was a Greek philosopher, scientist, and mathematician. He is credited for proving many geometry problems. Thales died around 546 B.C.
trololol...hahahaXD stop cheatin:P get your own answer.haha
no
Thales of Miletus was a pre-socratic Greek philosopher
thales of miletus was 77 years young when he died -_-
Thales of Miletus
nice.
Greek, from the city of Miletus.
Thales of Miletus did not contribute to the field of psychology. He was known for his contributions to philosophy and science, focusing on the natural world and cosmology.