In the following circuit, the supply voltage is defined as: V(t) = 230 sin( 314t - π/6) and L = 2.2H. Determine the value of the current flowing through the coil.

1/3sin(314t - π /6)

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1/3sin(314t - 2π/3)

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3sin(314t - 2π/3)

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1/3cos(314t - 5π/6)

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Solution

The correct option is B
1/3sin(314t - 2π/3)

Look at next video for solution

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Similar questions

In the following circuit, the supply voltage is defined as: V(t) = 230 sin( 314t - π/6) and L = 2.2H. Determine the value of the current flowing through the coil.

The principle argument of the complex number $- 1 - \sqrt{3} i$ is

Q. Let

S = {θ \in [- 2 π, 2 π] : 2 {cos}^{2} θ + 3 sin θ = 0}

.
Then the sum of the elements of

S

is:

If -1+ $\sqrt{- 3}$ =r $e^{i θ}$ , then $θ$ is equal to

L e t A = {θ \in (- \frac{π}{2}, π) : \frac{3 + 2 i sin θ}{1 - 2 i sin θ} is purely imaginary}

. The sum of all the elements in

A

is :

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In the following circuit, the supply voltage is defined as: V(t) = 230 sin( 314t - π/6) and L = 2.2H. Determine the value of the current flowing through the coil.

The correct option is B 1/3sin(314t - 2π/3) Look at next video for solution

The correct option is B
1/3sin(314t - 2π/3)

Look at next video for solution