What is the specific resistance value of "1K", "100", "10" and "1" in ohmmeter? Is it that the resistance value is small when the number of blocks is large? It's not about how to calculate in use, but about the internal structure of the ohmmeter Is the internal ohmmeter equivalent to an ammeter or a voltmeter? If it is an ammeter, then its full bias current I should be constant no matter in which gear. In this way, the full bias current multiplied by the resistance value of different gears is the total voltage. If the resistance value of each gear is different, then the total voltage is also different. This is definitely not right. What's the situation?

What is the specific resistance value of "1K", "100", "10" and "1" in ohmmeter? Is it that the resistance value is small when the number of blocks is large? It's not about how to calculate in use, but about the internal structure of the ohmmeter Is the internal ohmmeter equivalent to an ammeter or a voltmeter? If it is an ammeter, then its full bias current I should be constant no matter in which gear. In this way, the full bias current multiplied by the resistance value of different gears is the total voltage. If the resistance value of each gear is different, then the total voltage is also different. This is definitely not right. What's the situation?

Each ohmmeter has a center value, which is the number marked in the middle of the ohm scale. First, look at the reading of the center value of your own ohmmeter. (first, use the voltage scale or current scale to find the center, and then use the corresponding ohm scale to find the reading).) (x0d please look at the dial of this ohmmeter