Pythagorean Theorem

the basis of the Pythagorean Theorem

In mathematics, Pythagoras’s theorem is a linkage in Euklide geometry between the three sides of a right triangle. This theorem is named after the name of kakd and mathematician of Indonesia 6th century BC, Pythagoras. . Kald got pujiam because it was the first to prove the universal truth of this theorem through mathematical proof.


The Pythagorean theorem states that:

The total area of ​​square at the foot of a right triangle is equal to the square area of ​​the hypothenus.

A right triangle is a triangle having a right angle; the legs are two sides that form the right angle, and the hypothenus is the third side facing the right angle. In the picture below, a and b are right triangular legs and c is the hypothenus:

the basis of the Pythagorean Theorem

Pythagoras states this theorem in goemetric style, as a statement of the square breadth:

The total area of ​​the blue and red squares equals the area of ​​the purple square.

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As well, Sulbasutra India also stated that:

The straps stretched along the diagonal length of a rectangle will produce the resulting area of ​​the vertical and horizontal sides. Using algebra, we can reformulate the theorem into a modern statement by taking note that the area of ​​a square is the rank of two of the length of its side:

If a right triangle has legs of lengths a and b and a hypotenus of length c, then a + b = c.


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