right triangle
A triangle is right when one of its angles is equal to (and therefore has two perpendicular
sides).
The sides of a right triangle satisfy the Pythagorean theorem.
- ExamplesOfRegularPrimes
- examples of regular primes
- ExamplesOfRingOfIntegersOfANumberField
- examples of ring of integers of a number field
- ExamplesOfRingOfSets
- examples of ring of sets
- ExamplesOfRings
- examples of rings
- ExamplesOfSelfNumbersInAFewSelectedBases
- examples of self numbers in a few selected bases
- ExamplesOfSemidirectProductsOfGroups
- examples of semidirect products of groups
- ExamplesOfSemigroups
- examples of semigroups
- ExamplesOfSemiprimitiveRings
- examples of semiprimitive rings
- ExamplesOfSimpleRecurrenceRelations
- examples of simple recurrence relations
- ExamplesOfSmarandacheWellinPrimesInAFewSelectedBases
- examples of Smarandache-Wellin primes in a few selected bases
- ExamplesOfSmoothNumbers
- examples of smooth numbers
- ExamplesOfSymplecticManifolds
- examples of symplectic manifolds
- ExamplesOfTheFermatMethodOnAFewIntegers