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A pure resistance R, pure capacitance C and pure inductance L are connected in series and the impedance of the circuit at resonance is Z0. If they are connected in parallel to each other, the maximum impedance at resonance will be:
- a)Less than R
- b)dependent on the values of C and L
- c)Equal to Z0
- d)More than R
Correct answer is option 'C'. Can you explain this answer?
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A pure resistance R, pure capacitance C and pure inductance L are conn...
If series LCR circuit is present then z={R2+(xl-xc)2}1/2
if resonance is present then XC=CL or VC=CL then Z= Zo
if LCR circuit is in parallel form then in which circuit resonance is also present firstly 1/Z ={(1/R)2+ ((1/xc) –(1/xl))2}1/2 and in resonance conditions XC=CL according to this Z= Zo then option C is the correct answer
if resonance is present then XC=CL or VC=CL then Z= Zo
if LCR circuit is in parallel form then in which circuit resonance is also present firstly 1/Z ={(1/R)2+ ((1/xc) –(1/xl))2}1/2 and in resonance conditions XC=CL according to this Z= Zo then option C is the correct answer
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A pure resistance R, pure capacitance C and pure inductance L are conn...
If series LCR circuit is present then z={R^2+(xl-xc)^2}^1/2 if resonance is present then xc=xl or vc=vl then z= zo if LCR circuit is in parellel form then in which circuit resonance is also present firstly 1/Z ={(1/R)^2+ (1/xc -1/xl )^2}^1/2 and in resonance conditions xl=xc according to this z=zo then option c is right
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A pure resistance R, pure capacitance C and pure inductance L are conn...
If series LCR circuit is present then z={R2+(xl-xc)2}1/2
if resonance is present then XC=CL or VC=CL then Z= Zo
if LCR circuit is in parallel form then in which circuit resonance is also present firstly 1/Z ={(1/R)2+ ((1/xc) –(1/xl))2}1/2 and in resonance conditions XC=CL according to this Z= Zo then option C is the correct answer
if resonance is present then XC=CL or VC=CL then Z= Zo
if LCR circuit is in parallel form then in which circuit resonance is also present firstly 1/Z ={(1/R)2+ ((1/xc) –(1/xl))2}1/2 and in resonance conditions XC=CL according to this Z= Zo then option C is the correct answer
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A pure resistance R, pure capacitance C and pure inductance L are connected in series and the impedance of the circuit at resonance is Z0. If they are connected in parallel to each other, the maximum impedance at resonance will be:a)Less than Rb)dependent on the values of C and Lc)Equal to Z0d)More than RCorrect answer is option 'C'. Can you explain this answer?
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A pure resistance R, pure capacitance C and pure inductance L are connected in series and the impedance of the circuit at resonance is Z0. If they are connected in parallel to each other, the maximum impedance at resonance will be:a)Less than Rb)dependent on the values of C and Lc)Equal to Z0d)More than RCorrect answer is option 'C'. Can you explain this answer? for Class 12 2024 is part of Class 12 preparation. The Question and answers have been prepared according to the Class 12 exam syllabus. Information about A pure resistance R, pure capacitance C and pure inductance L are connected in series and the impedance of the circuit at resonance is Z0. If they are connected in parallel to each other, the maximum impedance at resonance will be:a)Less than Rb)dependent on the values of C and Lc)Equal to Z0d)More than RCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for Class 12 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A pure resistance R, pure capacitance C and pure inductance L are connected in series and the impedance of the circuit at resonance is Z0. If they are connected in parallel to each other, the maximum impedance at resonance will be:a)Less than Rb)dependent on the values of C and Lc)Equal to Z0d)More than RCorrect answer is option 'C'. Can you explain this answer?.
A pure resistance R, pure capacitance C and pure inductance L are connected in series and the impedance of the circuit at resonance is Z0. If they are connected in parallel to each other, the maximum impedance at resonance will be:a)Less than Rb)dependent on the values of C and Lc)Equal to Z0d)More than RCorrect answer is option 'C'. Can you explain this answer? for Class 12 2024 is part of Class 12 preparation. The Question and answers have been prepared according to the Class 12 exam syllabus. Information about A pure resistance R, pure capacitance C and pure inductance L are connected in series and the impedance of the circuit at resonance is Z0. If they are connected in parallel to each other, the maximum impedance at resonance will be:a)Less than Rb)dependent on the values of C and Lc)Equal to Z0d)More than RCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for Class 12 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A pure resistance R, pure capacitance C and pure inductance L are connected in series and the impedance of the circuit at resonance is Z0. If they are connected in parallel to each other, the maximum impedance at resonance will be:a)Less than Rb)dependent on the values of C and Lc)Equal to Z0d)More than RCorrect answer is option 'C'. Can you explain this answer?.
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A pure resistance R, pure capacitance C and pure inductance L are connected in series and the impedance of the circuit at resonance is Z0. If they are connected in parallel to each other, the maximum impedance at resonance will be:a)Less than Rb)dependent on the values of C and Lc)Equal to Z0d)More than RCorrect answer is option 'C'. Can you explain this answer?, a detailed solution for A pure resistance R, pure capacitance C and pure inductance L are connected in series and the impedance of the circuit at resonance is Z0. If they are connected in parallel to each other, the maximum impedance at resonance will be:a)Less than Rb)dependent on the values of C and Lc)Equal to Z0d)More than RCorrect answer is option 'C'. Can you explain this answer? has been provided alongside types of A pure resistance R, pure capacitance C and pure inductance L are connected in series and the impedance of the circuit at resonance is Z0. If they are connected in parallel to each other, the maximum impedance at resonance will be:a)Less than Rb)dependent on the values of C and Lc)Equal to Z0d)More than RCorrect answer is option 'C'. Can you explain this answer? theory, EduRev gives you an
ample number of questions to practice A pure resistance R, pure capacitance C and pure inductance L are connected in series and the impedance of the circuit at resonance is Z0. If they are connected in parallel to each other, the maximum impedance at resonance will be:a)Less than Rb)dependent on the values of C and Lc)Equal to Z0d)More than RCorrect answer is option 'C'. Can you explain this answer? tests, examples and also practice Class 12 tests.
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