13 (a) Determine the magnetic flux through the loop due to the current I. (Use any variable stated above along with the following as necessary: Ho.) HIL h+w B *** (***), h (b) Suppose the current is changing with time according to I = a + bt, where a and b are constants. Determine the magnitude of the emf (in V) that is induced in the loop if b= 16.0 A/s, h = 1.00 cm, w = 15.0 cm, and L= 1.10 m. Enter a number. re the magnitude of the emf. V (c) What is the direction of the induced current in the rectangle? O clockwise counterclockwise O The magnitude is zero. What If? Suppose a constant current of I= 6.00 A flows in the straight wire and the loop moves from an initial position ho = 1.00 cm toward the bottom of the figure at a constant speed of v 16.0 cm/s. (d) What is the magnitude of the induced emf (in V) in the loop 1.00 s after it begins to move?
13 (a) Determine the magnetic flux through the loop due to the current I. (Use any variable stated above along with the following as necessary: Ho.) HIL h+w B *** (***), h (b) Suppose the current is changing with time according to I = a + bt, where a and b are constants. Determine the magnitude of the emf (in V) that is induced in the loop if b= 16.0 A/s, h = 1.00 cm, w = 15.0 cm, and L= 1.10 m. Enter a number. re the magnitude of the emf. V (c) What is the direction of the induced current in the rectangle? O clockwise counterclockwise O The magnitude is zero. What If? Suppose a constant current of I= 6.00 A flows in the straight wire and the loop moves from an initial position ho = 1.00 cm toward the bottom of the figure at a constant speed of v 16.0 cm/s. (d) What is the magnitude of the induced emf (in V) in the loop 1.00 s after it begins to move?
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Question
Only part B and D
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2
a long, straight wire carrying a current I lie on a tabletop as shown in the figure below.
W
| L
(a) Determine the magnetic flux through the loop due to the current I. (Use any variable stated above along with the following as necessary: #o.)
$B=
HIL
-In
2π
h+w
h
(b) Suppose the current is changing with time according to I = a + bt, where a and b are constants. Determine the magnitude of the emf (in V) that is induced in the loop if b = 16.0 A/s, h = 1.00
cm, w = 15.0 cm, and L = 1.10 m.
*
Enter a number. re the magnitude of the emf. V
(c) What is the direction of the induced current in the rectangle?
clockwise
counterclockwise
O The magnitude is zero.
What If? Suppose a constant current of I= 6.00 A flows in the straight wire and the loop moves from an initial position ho = 1.00 cm toward the bottom of the figure at a constant speed of
v = 16.0 cm/s.
(d) What is the magnitude of the induced emf (in V) in the loop 1.00 s after it begins to move?
V
(e) What is the direction of the induced current in the loop 1.00 s after it begins to move?
4
DII
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30
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Q
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F3
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1
F1
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2
F2
ength
#3
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4
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5
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6
s:
F6
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V 8⁰
7
8
F7
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8
(
9
)
-0
4
F10
F11
+ 11
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Transcribed Image Text:esc
2
a long, straight wire carrying a current I lie on a tabletop as shown in the figure below.
W
| L
(a) Determine the magnetic flux through the loop due to the current I. (Use any variable stated above along with the following as necessary: #o.)
$B=
HIL
-In
2π
h+w
h
(b) Suppose the current is changing with time according to I = a + bt, where a and b are constants. Determine the magnitude of the emf (in V) that is induced in the loop if b = 16.0 A/s, h = 1.00
cm, w = 15.0 cm, and L = 1.10 m.
*
Enter a number. re the magnitude of the emf. V
(c) What is the direction of the induced current in the rectangle?
clockwise
counterclockwise
O The magnitude is zero.
What If? Suppose a constant current of I= 6.00 A flows in the straight wire and the loop moves from an initial position ho = 1.00 cm toward the bottom of the figure at a constant speed of
v = 16.0 cm/s.
(d) What is the magnitude of the induced emf (in V) in the loop 1.00 s after it begins to move?
V
(e) What is the direction of the induced current in the loop 1.00 s after it begins to move?
4
DII
F12
80
30
g
Q
:0
F9
FB
FS
F4
F3
!
1
F1
@
2
F2
ength
#3
$
4
%
5
^
6
s:
F6
&
V 8⁰
7
8
F7
* 00
8
(
9
)
-0
4
F10
F11
+ 11
=
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