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The sum of the squares of the sides adjacent to the right angle equals the square of the side opposite it.

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Q: How does the pythagorean theorem relate the sides length of a right triangles?
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Related questions

What kind of triangles relate to Pythagorean theorem?

Right-Angle triangles


How can slope relate to pythagorean theorem?

It does not relate to it


What triangle does the pythagorean theorem relate to?

A right triangle, that is, one with one angle of 90 degrees.


How does the pythagorean theorem relate to mathematices?

Pythagoras THEOREM IS USED TO FIND RELATION BETWEEN THREE SIDES OF A RIGHT ANGLED TRIANGLE BASE2 + HEIGHT2 = hypotenuse2


How does the pythagorean theorem relate to mathematics?

It tells us one side of a right triangle given the other two.


How does pythagorean theorem relate in your daily life?

Sometimes when turning a corner you have walk through 90 degrees or crossing a rectangular field you'd take the shortest distance across it which is its hypotenuse.


What does baudhayan theorem relate to?

it relates to pythagoras theorem.


What were the contributions of Pythagoras?

Pythagoras was an ancient Greek mathematician whose theorem was: any right angle triangle, when its hypotenuse is squared, is equal to the sum of its squared sides. discovery of a mathematical formula to relate the sides of a right triangle


How do triangles and circles relate to each other?

They're both shapes


Is the Pythagoras theorem the same thing as the golden ratio?

No, they are not the same, but relate to each other. The medial right triangle of this "golden" pyramid, demonstrated the Pythagorean theorem through the relationship of the two. Ancient Greek mathematicians first studied the golden ratio because of its frequent appearance in geometry. The division of a line into "extreme and mean ratio" (the golden section) is important in the geometry of regular pentagrams and pentagons. The Greeks usually attributed discovery of this concept to Pythagoras.


How does length and width relate to area?

area of a rectangle = length x width


How does the number of sides relate to the number of interior triangles?

The number of sides and the number of interior angles are the same.