A current is changing5A/S in one coil induces and EMF of 4V in the neighbouring coil calculate the coefficient of mutual inductance between the coil
Answers
Explanation:
Emf induced ∣E∣=5mV=5×10
Emf induced ∣E∣=5mV=5×10 −3
Emf induced ∣E∣=5mV=5×10 −3 V
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dt
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi =
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.1
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/s
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M=
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dt
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi ∣E∣
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi ∣E∣
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi ∣E∣
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi ∣E∣ ⟹ M=
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi ∣E∣ ⟹ M= 50
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi ∣E∣ ⟹ M= 505×10
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi ∣E∣ ⟹ M= 505×10 −3
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi ∣E∣ ⟹ M= 505×10 −3
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi ∣E∣ ⟹ M= 505×10 −3
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi ∣E∣ ⟹ M= 505×10 −3 =10
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi ∣E∣ ⟹ M= 505×10 −3 =10 −4
Emf induced ∣E∣=5mV=5×10 −3 VRate of change of current dtdi = 0.15 =50 A/sMutual inductance between the coil M= dtdi ∣E∣ ⟹ M= 505×10 −3 =10 −4 H=0.1 mH
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