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!
97 k ohms is equivalent to 97,000 ohms. Just multiply the value in kiloohms by 1,000 to convert it to ohms.
Sure, If you mean your stereo has 4 ohm output and using 16 ohm speakers. The volume will be reduced somewhat by doing this, but it won't harm the stereo. If you have 4 ohm speakers and stereo is designed for 16 ohms you can do it ,but the amp will run hot and you may suffer damage at high volume to the amp.
The formula you are looking for is I = sq root of W/R.
To find the resistance in ohms of a 194 12-volt bulb, you can use Ohm's Law (R = V/I). The 194 bulb typically has a current rating of about 0.25 amps. Using this information, the resistance would be approximately 48 ohms (R = 12V / 0.25A).
2600 ohms.
12.04 Ter-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".
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).
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.
watts and ohms
Ohms can be found by using these formulas. Ohms = Volts/Amps, Ohms = (Volts (squared))/Watts, Ohms = Watts/(Amps (squared)).
To find the conductance using ohms law,you take the inverse of the resistance(/R)
Using Ohms Law, the answer is 120/0.5 = 240 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.
amp*volts=watts
9V by 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)