sexagesimal to decimal converter

Sexagesimal - As with the ancient Babylonian sexagesimal system, however, each of the three sexagesimal digits in this number (3, 23, and 17) are written using the decimal system...

Sexagesimal - ... Babylonian sexagesimal system, however, each of the three sexagesimal digits in this number (3, 23, and 17) are written using the decimal system. Similarly, the practical unit of .....

Binary clock - A binary clock is a clock which displays traditional sexagesimal time in a binary format. Originally, it showed each decimal digit of sexagesimal time as a binary value, but presently true binary clocks also exist. Most binary clocks are digital, although analog varieties exist. As of..

Binary clock - A binary clock is a clock which displays traditional sexagesimal time in a binary format. Originally, it showed each decimal digit of sexagesimal time as a binary value, but presently true binary clocks also exist. Most binary clocks are digital, although analog varieties exist...

  Primitive computing - Rediscovering prehistoric numbering systems - 1 ..   Converting a number from sexagesimal to decimal using a prehistoric computer - Converted number : chinese year 78 cycles, year Geng-Yin (corresponding to 2010) Finding 4707 instead of 4708 (Huangdi 4708) - more info needed. See info on ancient numbering systems and primitive computers : www.fourmilab.ch emr.cs.iit.edu en.wikipedia.org en.wikipedia.org en.wikipedia.org www.science.org.au www.tacomacc.edu www1.aiatsis.gov.au jaie.asu.edu www.sizes.com Numbers I'll use in this video or others : number of the current year in various systems (source : see above). Gregorian : 2010 Modified Julian Day : 55240 (days) Islamic : 1431 Persian : 1388 Hebrew : 5770 Chinese : 78 cycles, year Gengyin [78x60 + 27 = 4707 = 1x (60x60) + 18x60 + 27 = 1.18.27 base 60; or Huangdi 4708 (?!)] Egyptian : 2758 Coptic : 1726 Hindu Lunar (old) :5110 French : 218 Mayan (long count) :12.19.17.0.0 (12*400 + 19*20 + 17 ~years of 360 days = 12.19.17 base 20)

  Primitive computing - Rediscovering prehistoric numbering systems - 2 ..   Converting a number from vigesimal to sexagesimal, then to decimal using a prehistoric computer - Converted number : Mayan long count for year 2010 : 12.19.17 (that is 12*400 + 19*20 + 17) Finding 5197. See info on ancient numbering systems and primitive computers : www.fourmilab.ch emr.cs.iit.edu en.wikipedia.org en.wikipedia.org en.wikipedia.org www.science.org.au www.tacomacc.edu www1.aiatsis.gov.au jaie.asu.edu www.sizes.com Numbers I'll use in this video or others : number of the current year in various systems (source : see above). Gregorian : 2010 Modified Julian Day : 55240 (days) Islamic : 1431 Persian : 1388 Hebrew : 5770 Chinese : 78 cycles, year Gengyin [78x60 + 27 = 4707 = 1x (60x60) + 18x60 + 27 = 1.18.27 base 60; or Huangdi 4708 (?!)] Egyptian : 2758 Coptic : 1726 Hindu Lunar (old) :5110 French : 218 Mayan (long count) :12.19.17.0.0 (12*400 + 19*20 + 17 ~years of 360 days = 12.19.17 base 20)

Question : I know how to convert decimal degree to DMS but not the other way around. The specific problem I'm facing is 315 degrees, 16 minutes, 65 seconds.

Answer : Minutes and seconds to decimal = D + M/60 + S/3600 D stands for Degrees M stands for Minutes S stands for Seconds Decimal to minutes and seconds The whole number is D Multiply the decimal by 60 New whole number is M Remaining decimal is multiplies by 60 To answer your question: it is 315.28472

Question : Can someone help me convert the following decimal representations to its equivalent two's complement form using patterns of eight bits.

Answer : I don't see no decimal representations, Is there supposed to be some type of decimals or some shlt...

Question : Hey!, Is there a function or keyword to convert HexDecimal to Decimal value. The Purpose is just to DISPLAY the Hex Value

Answer : You should mention what language you are using. In C++ you can do: int hex = 0x46; printf('%x', hex);