Marking using “Method of Two” and “Method of Three”
Friday, September 10, 2010 Leave a comment
Both methods are irreplaceable when you have to divide a certain linear space into a number of smaller equal spaces. This operation doesn’t pose any threat or difficulty if a value of each space is a whole number. Say, you need to line up 20 marks with a distance of 10 mm between them. No problem. You will just lay down a ruler and place a mark every 10 mm, preferably without moving the ruler.
When you have to deal with non-round numbers, such technique will not be effective. Any attempt to lay down the ruler and draw marks with a distance between them described by a number with 2-3 digits after the comma will lead you to a mistake in overall distance. A smallest mistake in representing a complex value of the smaller space along with significant number of divisions will create a phenomena known as a Combined Mistake, which was discussed in a separate article.
Division using “method of two” and “method of three” will eliminate the very possibility of a combined mistake, help you to mark your material or component with maximum accuracy and preserve the value of the main overall distance. Both methods require you to reverse the technique of linear marking and to start from greater distance dividing it equally, piece by piece. Using these methods you don’t have to be concerned anymore about accurate representation of complex values of each particular smaller space – all you have to represent is a quantity of spaces. As a result of accurate equal division values of the smaller spaces will be kept automatically. Read more of this post




