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John:
Simple arithmetic tells us that, if a meter
is about 10% greater than a yard, a square meter cannot also be 10% greater than
a square yard. (A meter is actually a little over 9% greater than a
yard.)
10% greater means that the ratio is 1.1. 1.1
squared is 1.21. Thus, on that basis, a square meter is about 20% greater than a
square yard. A cubic meter is about 30% greater than a cubic
yard.
Beware, though, of multiplying
approximations. One should generally calculate using more or less
exact values and then round the result.
The exact ratio of meter to yard is 100/(36
x 2.54), which is 1.0936 (when rounded to four decimal places). 1.0936 squared
is 1.19 (if we round to two decimal places). 1.0936 cubed is 1.31 (again
rounded). If we want to be picky, we can say that a square meter is 19%
greater than a square yard and that a cubic meter is 31% greater than a cubic
yard, but 20% greater (1.2 times as great) and 30% greater (1.3 times as great)
are close enough for quick mental estimation.
For progressives like us, though, the more
important ratio is of the yard to the meter (i.e., the reciprocal of the above
values). That allows us to estimate how many linear (or square or cubic) meters
we're getting when someone provides us with the value in linear (or square or
cubic) meters.
1 meter = 0.9144 yards (exactly), meaning
you multiply the length in yards by about 0.9 to get the length in
meters.
1 square meter = 0.8361 square
yards (not exactly), meaning you multiply the area in square yards by about 0.84
to get the area in square meters.
1 cubic meter = 0.7646 cubic yards (not
exactly), meaning you multiply the volume in square yards by about 0.76 to get
the volume in cubic meters. (For an easier, if less precise, calculation,
multiply by 3 then divide by 4.)
Bill Potts, CMS
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- [USMA:30345] rule of thumb john mercer
- [USMA:30348] Re: rule of thumb MightyChimp
- [USMA:30357] Re: rule of thumb Bill Potts
- [USMA:30357] Re: rule of thumb Pat Naughtin
