Hi. :). I'm Joshua Lee Freeman. I website is http://www.joshfreeman.org. :). This is my online artist file! :).
Perihelion Measures
edit- A talent is 1 cubic foot.
- A perihelion foot is 11.8188339 inches, which can be divided into 16 parts.
- 1 litre = (10 cm)3 = 1000 cubic centimetres = 0.001 cubic metres.
- On January 4, 2012, the earth was 147097206.791 km from the sun. (147 097 206.791 kilometers) / 1 billion = 147.097207 meters.
- (147 097 206.791 kilometers) / (300.198381 millimeters) = 4.9 × 10^11.
- (147.097207 meters) / 280 = 525.347168 millimeters.
- (525.347167 * 16) / 28 = 300.198381 mm.
- (11.8188339^3) (cubic inches) = 27.0535983 liters.
- 11.8188339 inches = 300.198381 millimeters.
- 27.0535983 liters = 27.0535983 kilograms of water.
- At 60 mina to 1 talent = 27.0535983 / 60 = 0.450893305 kg = 450.893305 grams. (450.893305 / 500) * 2 640 = 2380.71665 carob.
- At 100 mina to 1 talent = (27.0535983/100) kilogram = 270.535983 grams. (270.535983 / 500) * 2 640 = 1428.42999 carob.
- At 80 mina to 1 talent = (27.0535983/80) kilogram = 338.169979 grams. (338.169979 / 500) * 2 640 = 1785.53749 carob.
Currency of Ancient Greece
editThe basic unit of Athenian currency was the obol:

| Unit | Greek name | grams | equivalent | carob | threes | 2016 | Quinarius Aureus |
|---|---|---|---|---|---|---|---|
| obol or obolus | ὀβολὸς | 0.73 grams | 1/6 drachma | 3.84 carob | 3.84 carob = 1/3 = 0.73 grams | 10.08 carob = 1/2 = 1.91 grams | |
| drachma | δραχμὴ | 4.3636 grams | 6 obols | 23.04 carob | 11.52 carob = 1 = 2.18 grams | 20.16 carob = 1 = 3.82 grams | 3.82g = 0.122757396 troy ounce gold |
| mina | μνᾶ | 436.36 grams | 100 drachmae | 2304 carob | 1152 carob = 100 = 218.18 grams | 2016 carob = 100 = 381.82 grams | |
| talent | τάλαντον | 26,181.8 grams | 60 minae | 138,240 carob | 115,200 carob = 218.82 kilograms | 201,600 carob = 10,000 = 38.18 kilograms |
Ancient Egyptian units of measure include units for length, area and volume.
Weight
editWeights are often associated with currency since units of currency involve prescribed amounts of a given metal. Thus for example the English pound has been both a unit of weight and a unit of currency. Greek weights similarly bear a nominal resemblance to Greek currency yet the origin of the Greek standards of weights is often disputed.[1] There were two dominant standards of weight in the eastern Mediterranean - a standard that originated in Euboea and that was subsequently introduced to Attica by Solon, and also a standard that originated in Aegina. The Attic/Euboean standard was supposedly based on the barley corn, of which there were supposedly twelve to one obol. However, weights that have been retrieved by historians and archeologists show considerable variations from theoretical standards. A table of standards derived from theory is as follows:[1]
Length
editUnits of length date back to at least the early dynastic period. In the Palermo stone for instance the level of the Nile river is recorded. During the reign of Pharaoh Djer the height of the river Nile was given as measuring 6 cubits and 1 palm. This is equivalent to approximately 320 cm (roughly 10 feet 6 inches).
A third dynasty diagram shows how to construct an elliptical vault using simple measures along an arc. The ostracon depicting this diagram was found in the area of the Step Pyramid in Saqqara. A curve is divided into five sections and the height of the curve is given in cubits, palms and fingers in each of the sections.
Lengths could be measured by cubit rods, examples of which have been found in the tombs of officials. Fourteen such rods, including one double cubit rod, were described and compared by Lepsius in 1865.Two examples are known from the tomb of Maya - the treasurer of Tutankhamun - in Saqqara. Another was found in the tomb of Kha (TT8) in Thebes. These cubits are ca 52,5 cm long and are divided into seven palms, each palm is divided into four fingers and the fingers are further subdivided.

For longer distances, such as land measurements, the Ancient Egyptians used rope. A scene in the tomb of Menna in Thebes shows surveyors measuring a plot of land using rope with knots ties at regular intervals. Similar scenes can be found in the tombs of Amenhotep-Sesi, Khaemhat and Djeserkareseneb. The balls of rope are also shown in New Kingdom statues of officials such as Senenmut, Amenemhet-Surer and Penanhor. Corinna Rossi, Architecture and Mathematics in Ancient Egypt, Cambridge University Press, 2007
| Name | Egyptian name | Equivalent Egyptian values | Metric Equivalent | Millimeters to Fraction | 1/75 | Inches | |||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Royal cubit | 1 royal cubit = 7 palms = 28 fingers | c. 52.53 cm | 525.347167 mm | 7.00462889 mm | 20.6829593 inches | ||||||||
| Standard cubit | 1 standard cubit = 6 palms = 24 fingers | c. 45.03 cm | 450.297572 mm | 6.00396763 mm | 17.7282509 inches | ||||||||
| Remen | 1 remen = 5 palms = 20 fingers | c. 37.52 cm | 375.247976 mm | 5.00330635 mm | 14.7735424 inches | ||||||||
| Djeser | 1 djeser = 4 palms = 16 fingers | c. 30.02 cm | 300.198381 mm | 4.00264508 mm | 11.8188339 inches | ||||||||
| Span (large) | 1 large span = 3.5 palms = 14 fingers | c. 26.27 cm | 262.673584 mm | 3.50231445 mm | |||||||||
| Span (small) | 1 small span = 3 palms = 12 fingers | c. 22.51 cm | 225.148786 mm | 3.00198381 mm | |||||||||
| Fist | 1 fist = 6 fingers | c. 11.26 cm | 112.574393 mm | 1.50099191 mm | |||||||||
| Hand | 1 hand = 5 fingers | c. 9.38 cm | 93.8119941 mm | 1.25082659 mm | |||||||||
| Palm | 1 palm = 4 fingers | c. 7.5 cm | 75.0495953 mm | 1.00066127 mm | |||||||||
| Finger | 1 finger = 1/4 palm | c. 1.88 cm | 18.7623988 mm | 0.250165317 mm | |||||||||
| Khet (rod) | 1 khet = 100 cubits | c. 52.5 m | 52.5347167 meters | 0.700462889 m | |||||||||
| River measure | 1 iteru = 20,000 cubits | c. 10.5 km | 10.5069433 km | 0.140092577 km |