Diophantus of Alexandria
An ancient Greek mathematician known for his work 'Arithmetica,' which explored the solutions to algebraic equations.
Quotes by Diophantus of Alexandria
To find three numbers such that the sum of their squares is a square, and the sum of all three is a square.
To find three numbers such that the product of any two added to the third is a square, and the product of all three is a square.
To find three numbers such that the sum of any two is a square, and the product of all three is a square.
To find three numbers such that the sum of their squares is a square, and the product of all three is a square.
To find three numbers such that the product of any two added to the third is a square, and the sum of their squares is a square.
To find three numbers such that the sum of any two is a square, and the sum of their squares is a square.
To find three numbers such that the product of any two added to the third is a square, and the sum of their cubes is a cube.
To find three numbers such that the sum of any two is a square, and the sum of their cubes is a cube.
To find three numbers such that the product of any two added to the third is a square, and the product of their cubes is a cube.
To find three numbers such that the sum of any two is a square, and the product of their cubes is a cube.
To find three numbers such that the sum of their squares is a square, and the product of their cubes is a cube.
To find three numbers such that the product of any two added to the third is a square, and the sum of their squares is a cube.
To find three numbers such that the sum of any two is a square, and the sum of their squares is a cube.
To find three numbers such that the product of any two added to the third is a square, and the sum of their cubes is a square.
To find three numbers such that the sum of any two is a square, and the sum of their cubes is a square.
To find three numbers such that the sum of their squares is a square, and the product of their cubes is a square.
To find three numbers such that the product of any two added to the third is a square, and the product of their cubes is a square.
To find three numbers such that the sum of any two is a square, and the product of their cubes is a square.
To find three numbers such that the sum of their squares is a cube, and the sum of their cubes is a square.
To find three numbers such that the product of any two added to the third is a cube, and the sum of their cubes is a square.