A resistance R and a capacitor having capaci- tance C are connected to an alternating source having emf `v=V_(0)sin (omegat)."It is given that "omega=(1)/(sqrt(3)RC)`
(a) Plot the variation of power supplied by the source as a function of time. Mark the maximum and minimum values of power in the graph.
(b) How does the plot change if capacitor is removed and only R remains connected to the source?
(c) Plot the graph when only C remains connected to source and R is removed. 
A resistance R and a capacitor having capaci- tance C are connected to an alternating source having emf `v=V_(0)sin (omegat)."It is given that "omega=(1)/(sqrt(3)RC)`
(a) Plot the variation of power supplied by the source as a function of time. Mark the maximum and minimum values of power in the graph.
(b) How does the plot change if capacitor is removed and only R remains connected to the source?
(c) Plot the graph when only C remains connected to source and R is removed.
(a) Plot the variation of power supplied by the source as a function of time. Mark the maximum and minimum values of power in the graph.
(b) How does the plot change if capacitor is removed and only R remains connected to the source?
(c) Plot the graph when only C remains connected to source and R is removed.
Text Solution
Verified by Experts
The correct Answer is:
(a) `(##IJA_PHY_V02_C12_E01_024_A01##)`
(b)`(##IJA_PHY_V02_C12_E01_024_A02##)`
(c ) `(##IJA_PHY_V02_C12_E01_024_A03##)`
(b)`(##IJA_PHY_V02_C12_E01_024_A02##)`
(c ) `(##IJA_PHY_V02_C12_E01_024_A03##)`
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Select correct statement for a capacitor having capacitance C , is connected to a source of constant emf E
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