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What is 89000 in ohms using metric prefix?

Well, darling, 89000 ohms can be expressed using the metric prefix as 89 kilohms. So, there you have it - 89000 ohms is the same as 89 kilohms. Keep on electrifying!


How many ohms is 6107 micro ohms?

The prefix micro means 10^-6 = 0.000 001. So 6107 micro ohms are 0.006 107 ohms or 6.107 x 10^-3 ohms. Scroll down to related links and look for the prefix "micro" and "all prefixes".


What is E representing on Resistor value?

The unit for measuring resistance is the Ohm, which usually uses the Greek letter Omega. In circuit diagrams, the Omega is often left out and the metric prefix is used instead (k for kilo-ohm, M for mega-ohm). The letter E is used to represent ohms (ex. 120E = 120 ohms, 1E2 = 1.2 ohms).


What is 9.54 kilo ohms converted to ohms?

When we see the prefix kilo, it means times one thousand, or x 1000. If we have 9.54 kilohms, we have 9.54 x 1000 ohms = 9,540 ohms.


What is the two most common metric units used to measure mass are?

watts and ohms


How do you find OHM?

Ohms can be found by using these formulas. Ohms = Volts/Amps, Ohms = (Volts (squared))/Watts, Ohms = Watts/(Amps (squared)).


How do you find conductance using ohms law?

To find the conductance using ohms law,you take the inverse of the resistance(/R)


When Resister is 120 volts and the current through the resister is 0.5 Amps determine the value of the resistor in ohms?

Using Ohms Law, the answer is 120/0.5 = 240 Ohms.


How do you covert Micromohs to ohms?

How do you covert Microohms to ohms?" Answer micro- is a prefix in the SI and other systems of units denoting a factor of 10−6 (one millionth). Symbol, µ. 1 microohm equals 0.000001 ohm.


What is the example of worded using ohms law?

amp*volts=watts


If the current running through a wire is 1.2 amperes and it passed through a resistor of 7.5 Ohms what is the voltage of the system?

9V by using ohms law


What must know to calculate current using Ohms law?

The resistance R in ohms (Ω) is equal to the voltage V in volts (V) divided by the current I in amps (A)

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