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1ohm and 6 ohm are parallel and series with 3 ohm.
so effective resistance across terminal is...
so, current= 8/(27/7)=56/27= approx 2
so effective resistance across terminal is...
so, current= 8/(27/7)=56/27= approx 2
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If you rearrange the circuit, you will get the three resistors in parallel ( potential difference is same across all the resistors and they are connected to same terminal points in circuit).
Equivalent R = (3 × 6 × 1)/(3×6 + 6×1 + 1×3)
= 18 / 27 = 2/3 ohm
given, Potential difference = E = 8 V
so,
current = I = E/R = 8/(2/3) = 8×3/2 = 12 A.....
so, answer : (C) 12 A
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que. 72.
Magnetic Field due current carrying loop at the centre of the loop =
B = ui / 2R...........(1)
where, i - current through the loop
R - Radius of the loop
the loop/ circumference of the loop makes angle 360° at the centre.
..
so, arc that subtend angle "theta" at the centre produces the field = (theta / 360°) (ui/2R)
so,
field strength = (60°/360°)(ui/2R)
= ui / 12R...
so,
answer: (D) ui/12R.....
hope, it helped you.
Equivalent R = (3 × 6 × 1)/(3×6 + 6×1 + 1×3)
= 18 / 27 = 2/3 ohm
given, Potential difference = E = 8 V
so,
current = I = E/R = 8/(2/3) = 8×3/2 = 12 A.....
so, answer : (C) 12 A
**********************************
que. 72.
Magnetic Field due current carrying loop at the centre of the loop =
B = ui / 2R...........(1)
where, i - current through the loop
R - Radius of the loop
the loop/ circumference of the loop makes angle 360° at the centre.
..
so, arc that subtend angle "theta" at the centre produces the field = (theta / 360°) (ui/2R)
so,
field strength = (60°/360°)(ui/2R)
= ui / 12R...
so,
answer: (D) ui/12R.....
hope, it helped you.
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