An electron crosses the axis of the current carrying loop with velocity, v=2×104 m/s at an angle, θ=60∘ as shown in the figure. If the force acting on the electron when it crosses the axis is, F=5×10−20 N. Then find the current through the loop.[Radius of the loop, R=5 cm]

An electron crosses the axis of the current carrying loop with velocit

1.	An electron crosses the axis of the current carrying loop with velocity, v=2×104 m/s at an angle, θ=60∘ as shown in the figure. If the force acting on the electron when it crosses the axis is, F=5×10−20 N. Then find the current through the loop.[Radius of the loop, R=5 cm]
Answer» An electron crosses the axis of the current carrying loop with velocity, $v = 2 \times 10^{4} m / s$ at an angle, $θ = 60^{\circ}$ as shown in the figure. If the force acting on the electron when it crosses the axis is, $F = 5 \times 10^{- 20}$ $N$ . Then find the current through the loop. $[$ Radius of the loop, $R = 5 cm]$

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An electron crosses the axis of the current carrying loop with velocity, v=2×104 m/s at an angle, θ=60∘ as shown in the figure. If the force acting on the electron when it crosses the axis is, F=5×10−20 N. Then find the current through the loop.[Radius of the loop, R=5 cm]

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