In Millikan's experiment, the charge on each drop of oil was measured in coulombs. Imagine the same experiment, but with charges measured in a fictitious unit called a zeet (Z ).
| Drop | Charge (Z ) |
| A | 7.80×10−15 |
| B | 1.82×10−14 |
| C | 2.08×10−14 |
| D | 2.34×10−14 |
| E | 3.38×10−14 |
What is the charge on an electron in zeets?
Express your answer in zeets using two significant figures.
Electron is indivisible and carries specific charge. We first look at the numbers representing the charges in zeets and try to find the largest common factor.
2.08 - 1.82 = 0.26
2.34 - 2.08 = 0.26
0.26 is found to be lowest difference between two figures. Test this as follow
78/0.26 = 300
1.82/0.26 = 7
2.08/0.26 = 8
2.34/0.26 = 2.08
3.38/0.26 = 13
In all the above cases, quotients are integers, so it can be said that these quotients are the actual number of excess electrons on the drops, in which case the charge on an electron is 0.26 x 10-14 zeet.
In Millikan's experiment, the charge on each drop of oil was measured in coulombs. Imagine the...
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In Millikan's experiment, an oil drop of radius 2.012 µm and
density 0.828 g/cm3 is suspended in chamber C (Figure 22-14) when a
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the charge on the drop, in terms of e. (Include the sign.)
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Oil spray Insulating chamber wall drop Microscope Fig. 22-14