No, idiot.
π is a RATIO.
It is the ration of the circumference of a circle to its diameter.
This ratio is IRRATIONAL.
This means that the two lengths, the circumference and the diameter HAVE NO COMMON MEASURE.
So there JUST IS NO LENGTH that can MEASURE both lines.
π is a RATIO.
It is the ration of the circumference of a circle to its diameter.
This ratio is IRRATIONAL.
This means that the two lengths, the circumference and the diameter HAVE NO COMMON MEASURE.
So there JUST IS NO LENGTH that can MEASURE both lines.
THEREFORE, when you have a triangle, one side of which is the length of the circumference and another at a right angle the length of the diameter, YOU CANNOT MEASURE BOTH. So you CANNOT prove by MEASURE that the hypotenuse is the length Pythagoras’ theorem says it should be.
SO your claim that Pythagoras’ theorem can be “proven” with a ruler is false.
SO you remain a CRETIN with no understanding of how mathematical proofs WORK.
HINT: NOT WITH RULERS.
SO you remain a CRETIN with no understanding of how mathematical proofs WORK.
HINT: NOT WITH RULERS.
