As is described in the section on sound, the sound that we hear doesn't correspond linearly to the amount of electric power used; it instead corresponds logarithmically. A volume control knob must, therefore, have a non-linear change in resistance as well. We graphed the resistance of the potentiometer for every 5 degrees of rotation of the knob in order to measure this effect. To measure the resistance across the potentiometer, we connected a digital multimeter, set to 20 ohms (the maximum resistance of the resistor), to its center lead and to one of its two side leads. We then used a protractor to move the knob in 5 degree increments, noting the resistance every 5 degrees. This is the graph resulting from that measurement:

Potentiometer graph of resistance vs. position.
Here is the data used to form that graph:
| RESISTANCE (Kω) |
ANGLE (DEGREES) |
| 97.5 |
225 |
| 97.5 |
220 |
| 97.5 |
215 |
| 97.6 |
210 |
| 97.4 |
205 |
| 97.2 |
200 |
| 93.5 |
195 |
| 84.5 |
190 |
| 74.5 |
185 |
| 67.8 |
180 |
| 62 |
175 |
| 60.6 |
170 |
| 55.9 |
165 |
| 48.3 |
160 |
| 40.8 |
155 |
| 35.8 |
150 |
| 30.1 |
145 |
| 21.5 |
140 |
| 17.7 |
135 |
| 16.4 |
130 |
| 15.7 |
125 |
| 14.7 |
120 |
| 13.9 |
115 |
| 13.4 |
110 |
| 12.6 |
105 |
| 11.9 |
100 |
| 11 |
95 |
| 10.5 |
90 |
| 10.1 |
85 |
| 9.8 |
80 |
| 9 |
75 |
| 8.4 |
70 |
| 7.8 |
65 |
| 6.9 |
60 |
| 6.5 |
55 |
| 5.8 |
50 |
| 5.2 |
45 |