How many yottamho in 1 zettamho? The answer is 0.001. We assume you are converting between yottamho and zettamho. You can view more details on each measurement unit: yottamho or zettamho The SI derived unit for electric conductance is the siemens. 1 siemens is equal to 1.0E-24 yottamho, or 1.0E-21 zettamho. Note that rounding errors may occur, so always check the results. Use this page to learn how to convert between yottamhos and zettamhos. Type in your own numbers in the form to convert the units!
1 yottamho to zettamho = 1000 zettamho
2 yottamho to zettamho = 2000 zettamho
3 yottamho to zettamho = 3000 zettamho
4 yottamho to zettamho = 4000 zettamho
5 yottamho to zettamho = 5000 zettamho
6 yottamho to zettamho = 6000 zettamho
7 yottamho to zettamho = 7000 zettamho
8 yottamho to zettamho = 8000 zettamho
9 yottamho to zettamho = 9000 zettamho
10 yottamho to zettamho = 10000 zettamho
You can do the reverse unit conversion from zettamho to yottamho, or enter any two units below:
The SI prefix "yotta" represents a factor of 1024, or in exponential notation, 1E24.
So 1 yottamho = 1024 mhos.
The definition of a mho is as follows:
The SI derived unit of electric conductance is the siemens, which was previously referred to by the term mho. That term came from spelling ohm backwards and was written with an upside-down capital Greek letter Omega. The term siemens, as it is an SI unit, is used universally in science and primarily in electrical applications, while mho is still used primarily in electronic applications.
The SI prefix "zetta" represents a factor of 1021, or in exponential notation, 1E21.
So 1 zettamho = 1021 mhos.
The definition of a mho is as follows:
The SI derived unit of electric conductance is the siemens, which was previously referred to by the term mho. That term came from spelling ohm backwards and was written with an upside-down capital Greek letter Omega. The term siemens, as it is an SI unit, is used universally in science and primarily in electrical applications, while mho is still used primarily in electronic applications.
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