`m` equi spaced horizontal lines are inersected by `n` equi spaced vertical lines. If the distance between two successive horizontal lines is same as that between two successive vertical lines, then find the number of squares formed by the lines if `(m < n)`

m equi spaced horizontal lines are intersection by n equi spaced vertical lines. If the distance between two successive horizontal lines is same as that between two successive vertical lines, then find the number of squares formed by lines if (m

m equi spaced horizontal lines are intersection by n equi spaced vertical lines. If the distance between two successive horizontal lines is same as that between two successive vertical lines, then find the number of squares formed by lines if (m

m equi spaced horizontal lines are intersection by n equi spaced vertical lines. If the distance between two successive horizontal lines is same as that between two successive vertical lines, then find the number of squares formed by lines if (m

6 equidistant vertical lines are drawn on a board. 6 equidistant horizontal lines are also drawn on the board cutting the 6 vertical lines, and the distance between any two consecutive horizontal lines is equal to that between any two consecutive vertical lines. What is the maximum number of squares thus formed?

The portion between two successive Z-line is called

Find the angles between two lines.

The distance between two parallel lines is…..

What is the shortest distance between two intersecting lines?

Shortest distance between two skew lines in vector + cartesian form