Originally Posted by
rpcrowe
When I took my College Graduate Record Exam, as part of my Master of Science Degree program. there was a section in the Math Portion dealing with fractions. For some of the more complicated fractional equations, I found it easier to convert the darn things to metric and do my calculations in metric. Since the answers were multiple choice, I would then select the fractional answer closest to my metric calculations. Clumsy, yes! However, I did quite well on that section of the test!
I can live with Imperial Measurements but, have problems with the really unique and archaic measurement units such as "stone" (for a persons weight), "rods" for distance, "hands" for a horses height, and so on!
Another thing that REALLY GRIPES ME is carpentry measurements of lumber sizes. Why should a 2-inch x 4" piece of wood actually measure 1.75-inches x 3.75-inches.
Plywood is another thing thatis off
Plywood Thickness:
Sanded Nominal Thickness
1/4 3/8 1/2 5/8 3/4 1-1/8
Actual Thickness
1/4 11/32 15/32 19/32 23/32 1-1/8
None of the actual thicknesses coincide with the nominal thicknesses except in the 1-1/8 size