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c {aY><br />

~tJ9<br />

tor ~(di1 \lQ<br />

~ (1~<br />

PRS: Ampere's Law<br />

PRS Answer: Ampere's Law<br />

J<br />

Integrating B around the loop shown gives us:<br />

1. a positive number<br />

2. a negative number<br />

0% 3 zero<br />

r<br />

-<br />

Answer: 3. Total penetrating current is zero,<br />

so<br />

""·1<br />

PRS: Ampere's Law<br />

PRS Answer: Ampere's Law<br />

J<br />

Integrating 8 around the loop shown gives us:<br />

0% 1. a positive number<br />

0% ® a negative number<br />

0% 3. zero<br />

vp<br />

PRS: Loop<br />

The magnetic field through<br />

a wire loop is pointed<br />

upwards and increasing<br />

with time. TneinducM<br />

current in the coil is<br />

b-A- am·.;<br />

o t~ ,. I/"ffr(<br />

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