About this issue Abstract The Babylonian algorithm to approximate square roots is analyzed from geometry and arithmetic perspectives to understand its efficiency.

The principle of the old Babylonian algorithm is based on the property of square roots, which means that the square root of a number is approximately equal to the value obtained by adding it to ...

Square Root Academy is revolutionizing STEM education for Black students in Sacramento, exposing them to tech skills and fostering diversity in the industry.

This paper focuses on reducing the delay of the non-restoring square root algorithm. Although the non-restoring square root algorithm is faster than the other radix-2 digit recurrent square root ...

Spread the loveCalculating square roots by hand may be an age-old technique, but it’s important to understand the fundamentals of mathematics and how these values are derived. Although modern ...

Spread the loveSquare roots are essential in mathematics, especially when dealing with geometry, algebra and real-life applications such as measurements, architecture, and many others. Despite the ...

If exponents of all factors are even and the constant term is a square, the square root of the polynomial is just the product of all factors raised to half of their exponents and the square root of ...