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The magnetic flux through a single loop of wire changes… | StemPy Lab
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The magnetic flux through a single loop of wire changes with time as Φ = 5t² - 4t + 1, where Φ is in milliwebers and t in seconds. The loop has a resistance of 4 Ω. At t = 2 s, the induced emf and the current in the loop are
Physics
Medium
High School (11–12)
Electricity & Magnetism › Electromagnetic Induction
Created by
StemPy Lab
The magnetic flux through a single loop of wire changes with time as
Φ
=
5
t
2
−
4
t
+
1
\Phi = 5t^2 - 4t + 1
Φ
=
5
t
2
−
4
t
+
1
, where
Φ
\Phi
Φ
is in milliwebers and
t
t
t
in seconds. The loop has a resistance of
4
Ω
4\ \Omega
4
Ω
. At
t
=
2
s
t = 2\ \text{s}
t
=
2
s
, the induced emf and the current in the loop are
16
mV
16\ \text{mV}
16
mV
and
64
mA
64\ \text{mA}
64
mA
20
mV
20\ \text{mV}
20
mV
and
5
mA
5\ \text{mA}
5
mA
13
mV
13\ \text{mV}
13
mV
and
3.25
mA
3.25\ \text{mA}
3.25
mA
16
mV
16\ \text{mV}
16
mV
and
4
mA
4\ \text{mA}
4
mA
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