Write a Square Root function for a computer without floating point calculations
Respuestas de entrevistas
Anónimo
24 de ago de 2012
Use the babylonian method
http://en.wikipedia.org/wiki/Methods_of_computing_square_roots#Babylonian_method
3
Anónimo
18 de ago de 2012
Use fractions (=2 integers) and the Babylonian/Newtonian approach:
X(n+1) = (X(n)^2 + N) / (2 * X(n))
1
Anónimo
6 de ago de 2012
Perhaps using binary search will work.
2
Anónimo
8 de ago de 2012
By approximation.
Star with a = 1 and check if a*a is > N. If so you return a-1 else a++ and move forward.
The fact that here we cannot use the floating point calculation makes everything trivial and not much accurate.
Anyway convert this strategy into an accurate one using floating point it's easy as well.