Divide a rectangle into grid of squares.

by Yajmir   Last Updated December 07, 2017 10:20 AM

Suppose, we have a rectangle of Width 'a' and Height 'b'. If we divide it into grid of squares such that the number of squares along the Width of the rectangle is 'n'. The Width/Height of each small square in the grid must be a whole number. What must be the value of 'n' such that it is closest to another arbitrary whole number 'x'.

Tags : geometry

Related Questions

Optimal algorithm of a separating hyperplane

Updated October 23, 2017 05:20 AM

Triangle inequality without parallel postulate

Updated September 13, 2017 12:20 PM

Curvature the same in G2 continuity

Updated July 31, 2018 10:20 AM

Solving the equations in three variables

Updated October 31, 2018 05:20 AM