In Figure (a), a uniform magnetic field B increases in magnitude with time t as given by Figure (b), where the vertical axis scale is set by B = 11 mT and the horizontal scale is set by ts = 3.7 s. A circular conducting loop of area 11 x 104 m² lies in the field, in the plane of the page. The amount of charge a passing point A on the loop is given in Figure (c) as a function of t, with the vertical axis scale set by q = 6.8 mC and the horizontal axis scale again set by tę = 3.7 s. What is the loop's resistance? KK (a) Unite t(s) (b) t(s) (c). 4
In Figure (a), a uniform magnetic field B increases in magnitude with time t as given by Figure (b), where the vertical axis scale is set by B = 11 mT and the horizontal scale is set by ts = 3.7 s. A circular conducting loop of area 11 x 104 m² lies in the field, in the plane of the page. The amount of charge a passing point A on the loop is given in Figure (c) as a function of t, with the vertical axis scale set by q = 6.8 mC and the horizontal axis scale again set by tę = 3.7 s. What is the loop's resistance? KK (a) Unite t(s) (b) t(s) (c). 4
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Transcribed Image Text:In Figure (a), a uniform magnetic field B increases in magnitude with time t as given by Figure (b), where the vertical axis scale is set by
B = 11 mT and the horizontal scale is set by ts = 3.7 s. A circular conducting loop of area 11 × 10-4 m² lies in the field, in the plane of the
page. The amount of charge q passing point A on the loop is given in Figure (c) as a function of t, with the vertical axis scale set by qs =
6.8 mC and the horizontal axis scale again set by tę = 3.7 s. What is the loop's resistance?
Number i
OKK
t(s)
(a)
Units
B
(b)
t(s)
(c).
ts
4
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