How many square rod in 1 circular mils? The answer is 2.0033542968539E-11. We assume you are converting between square rod and circular mil. You can view more details on each measurement unit: square rod or circular mils The SI derived unit for area is the square meter. 1 square meter is equal to 0.039536702722883 square rod, or 1973525241.39 circular mils. Note that rounding errors may occur, so always check the results. Use this page to learn how to convert between square rod and circular mils. Type in your own numbers in the form to convert the units!
1 square rod to circular mils = 49916282984.513 circular mils
2 square rod to circular mils = 99832565969.026 circular mils
3 square rod to circular mils = 149748848953.54 circular mils
4 square rod to circular mils = 199665131938.05 circular mils
5 square rod to circular mils = 249581414922.57 circular mils
6 square rod to circular mils = 299497697907.08 circular mils
7 square rod to circular mils = 349413980891.59 circular mils
8 square rod to circular mils = 399330263876.11 circular mils
9 square rod to circular mils = 449246546860.62 circular mils
10 square rod to circular mils = 499162829845.13 circular mils
You can do the reverse unit conversion from circular mils to square rod, or enter any two units below:
A square rod is defined as the area of a square with sides one rod in length.
The definition of a rod is as follows:
A rod is a unit of length, equal to 11 cubits, 5.0292 metres or 16.5 feet. A rod is the same length as a perch[1] and a pole. The lengths of the perch (one rod) and chain (four rods) were standardized in 1607 by Edmund Gunter.
The length is equal to the standardized length of the ox goad used by medieval English ploughmen; fields were measured in acres which were one chain (four rods) by one furlong (in the United Kingdom, ten chains).
A circular mil is a unit of area, equal to the area of a circle with a diameter of one mil (one thousandth of an inch). It is a convenient unit for referring to the area of a wire with a circular cross section, because the area in circular mils can be calculated without reference to pi (π).
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