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Introduction to SAT II Physics - FreeExamPapers

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The equivalent capacitance of two capaci<strong>to</strong>rs in parallel is simply the sum of the two capaci<strong>to</strong>rs, so =<br />

+ = 2C. The ratio between the equivalent capacitance of the two capaci<strong>to</strong>rs in series and the two<br />

capaci<strong>to</strong>rs in parallel is therefore:<br />

9. C<br />

The energy s<strong>to</strong>red in a capaci<strong>to</strong>r is . When a dielectric with a dielectric constant of is<br />

inserted between the plates of a capaci<strong>to</strong>r with capacitance C, the new capacitance is<br />

C. So (C) is the<br />

correct answer.<br />

10. D<br />

When the dielectric is inserted, the electrons in it create an electric field that opposes the field between the<br />

plates of the capaci<strong>to</strong>r. Since electric field and potential difference are directly proportional, this decrease in<br />

the electric field causes a decrease in the potential difference.<br />

The energy s<strong>to</strong>red in a capaci<strong>to</strong>r is given by the equation<br />

, so a decrease in the potential<br />

difference also leads <strong>to</strong> a decrease in the s<strong>to</strong>red energy.<br />

Magnetism<br />

WHEN WE THINK “MAGNET,” WE MIGHT envision those things we stick on our fridge<br />

door. It may be a bit confusing, then, <strong>to</strong> discover that magnetism is closely related <strong>to</strong><br />

electricity. In fact, there is a single force—the electromagnetic force—that governs the<br />

behavior of both magnets and electric charges.<br />

We have seen that there is a reciprocal relationship between electric charges and electric<br />

fields: electric charges generate electric fields and electric fields exert a force on electric<br />

charges. Similarly, there is a reciprocal relationship between a moving electric charge and<br />

a magnetic field: a moving electric charge creates a magnetic field, and magnetic fields<br />

exert a force on moving charges.<br />

Bearing this reciprocal relationship in mind, we can make sense of electromagnets, the<br />

on-off magnets you see, for instance, lifting and dropping cars at the junkyard. The<br />

magnetism in these electromagnets is generated by a current running through the magnet<br />

that can be turned on and off at will. However, we still haven’t explained how any of this<br />

connects with the permanent magnets we stick <strong>to</strong> our fridge door.<br />

245

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