Consider the circuit diagram shown.Now, match the given columns and select the correct option from the codes given below

Question

Infinity Learn · Accepted Answer

As $$3$$  Ω and $$7$$  Ω are in series across $$6$$ v and in series potential divides in proportion to resistance.So VA −$$VD=R$$ × XR $$+S$$ $$=$$ $$3$$ ×  $$63+7$$  $$=1810$$  $$=$$  $$1.8$$  VHence (i) → (q)Similarly$$, VA −$$VB=P$$ × VP $$+Q$$ $$=$$ $$2$$ ×  $$62+4$$  $$=$$  $$2VVA$$ −VB−VA −$$VD=$$ VD −$$VB=2$$−$$1.8=0.2$$  VHence $$(ii) → (r)Energy$$ stored in the capacitor will be zero if VB $$=$$ VDi.e., PQ  $$=$$  RS  ⇒  $$2Q$$ $$=37$$ or  $$Q=143$$ ΩSo $$(iii) → $$(s)Hence$$, [$$i-q$$], [$$ii-r$$], [$$iii-s$$] and [$$iv-p$$]

Column - I		Column - II
(i)	Potential difference across A and D in steady state is	p.	2 V
(ii)	Potential difference across capacitor in steady state is	q.	1.8 V
(iii)	Value of Q for which no energy is stored across capacitor is	r.	0.2 V
(iv)	Potential difference across A and B in steady state is	s.	$\frac{14}{3} Ω$

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