V/IXR
This helps you to remember the three versions of Ohm's Law:
V = I X R
R = V/I
I = V/R
To find the resistance needed in series with the 250 ohms inductive reactance to give a total impedance of 400 ohms, we use the Pythagorean theorem for the impedance triangle in series circuits. Given the inductive reactance (X) = 250 ohms, total impedance (Z) = 400 ohms, and resistance (R) = unknown, we have R² + X² = Z². Substituting the values, we get R = √(Z² - X²) = √(400² - 250²) = √(160000 - 62500) = √97500 ≈ 312.5 ohms. Therefore, approximately 312.5 ohms of resistance should be connected in series with the 250 ohms inductive reactance to achieve a total circuit impedance of 400 ohms.
The difference in between Ohms and Ohms CT is that in Ohms CT it has CT at the end.
3000 ohms are 3 kiloohms.
97 k ohms is equivalent to 97,000 ohms. Just multiply the value in kiloohms by 1,000 to convert it to ohms.
Ohms are smaller than k-ohms, so number of ohms must be a bigger number. Multiply k-ohms by 1,000 to get the same resistance in ohms.
135 ohms new, and will function properly down to 114 ohms. The chart in the '86-'87 book shows: Empty=110 ohms +/- 7 ohms Full=3 ohms +/- 2 ohms 1/2 full= 32.5 ohms +/- 4 ohms
A Megohm is one million ohms. To convert ohms to Megohms, divide by one million.
0.016 k ohms can be stated as 16 ohms. This is because "k" stands for kilo, which is a factor of 1,000, so 0.016 k ohms is equivalent to 0.016 × 1,000 ohms. Therefore, 0.016 k ohms = 16 ohms.
2 ohms of resistance
35 ohms
ohms law.
1000 ohms.