A source of angular frequency 1 rad-sec has a source impendance consisting of 1 - resistance in series with 1 H inductance- The load that will obtain the maximum power transfer is

Z_L = Z_s^*= R_s jX_s ∴ nbsp; nbsp;Z_L = 1 1j Ω ...

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Standard XII

Physics

Sound Wave:Displacement Equation

A source of a...

Question

A source of angular frequency 1 rad/sec has a source impendance consisting of 1 $Ω$ resistance in series with 1 H inductance. The load that will obtain the maximum power transfer is

Ω

resistance

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Ω

resistance in parallel with 1 H inductance.

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Ω

resistance in series with 1 F capacitor

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Ω

resistance in parallel with 1 F capacitor

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Solution

The correct option is C 1 $Ω$ resistance in series with 1 F capacitor
$Z_{L} = Z_{s}^{*} = R_{s} - j X_{s}$

$∴$ $Z_{L} = 1 - 1 j$ $Ω$

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A source of angular frequency 1 rad/sec has a source impendance consisting of 1 Ω resistance in series with 1 H inductance. The load that will obtain the maximum power transfer is

The correct option is C 1 Ω resistance in series with 1 F capacitorZL =Z∗s= Rs−jXs ∴ ZL=1−1j Ω

A source of angular frequency 1 rad/sec has a source impendance consisting of 1 $Ω$ resistance in series with 1 H inductance. The load that will obtain the maximum power transfer is

The correct option is C 1 $Ω$ resistance in series with 1 F capacitor
$Z_{L} = Z_{s}^{*} = R_{s} - j X_{s}$

$∴$ $Z_{L} = 1 - 1 j$ $Ω$