Angular Mil - Mathematical Principle

Mathematical Principle

Use of the Mil-dot system is possible because it is concerned with small angles, and at small angles:

This allows a user to dispense with trigonometry and use simple ratios to determine size and distance with acceptable accuracy for rifle and short distance artillery calculations.

Since a radian is mathematically defined as the angle formed when the length of a circular arc equals the radius of the circle, a trigonometric milliradian (mrad), is the angle formed when the length of a circular arc equals 1/1000 of the radius of the circle. Since the radian expresses a ratio, it is independent of the units of length used.

Read more about this topic:  Angular Mil

Famous quotes containing the words mathematical and/or principle:

    The most distinct and beautiful statement of any truth must take at last the mathematical form.
    Henry David Thoreau (1817–1862)

    The principle of avoiding the unnecessary expenditure of energy has enabled the species to survive in a world full of stimuli; but it prevents the survival of the aristocracy.
    Rebecca West (1892–1983)