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On the boards<br />

In practice, you might find that your resistor’s measurement isn’t<br />

exactly 10 k. It may be, say, 9.5 k or 10.5 k. This is due, of course, to<br />

tolerance. Both the resistor and the multi-meter have a tolerance:<br />

indicated on the resistor by the last coloured band: the multimeter’s<br />

is probably around ± 5%. Chances are, though, you’ll<br />

find the multi-meter reading is as close to 10 k as makes no<br />

difference.<br />

Now you’ve seen how your multi-meter works, you can use it<br />

to measure any other resistors you have, if you wish. You’ll<br />

find that lower value resistors need to be measured with the<br />

range switch on lower ranges, say Ω x 100. Remember — if<br />

you have an analogue multi-meter — every time you intend<br />

to make a measurement you must first zero the multi-meter.<br />

The process may seem a bit long-winded for the first two or<br />

three measurements, but after that you’ll get the hang of it.<br />

The second circuit<br />

Figure 2.4 shows the next circuit we’re going to look at<br />

and how to build it on breadboard. It’s really just another<br />

simple circuit, this time consisting of two resistors in a line<br />

— we say they’re in series. The aim of this experiment is to<br />

measure the overall resistance of the series resistors and<br />

see if we can devise a formula which allows us to calculate<br />

other series resistors’ overall resistances without the need<br />

of measurement.<br />

Figure 2.5 shows the more usual way of representing a circuit<br />

in a drawing — the circuit diagram. What we have done is<br />

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