A `750 Hz, 20 V` source is connected to as resistance of `100 Omega` an inductance of `0.1803 H` and a capacitance of `10 muF` all in sereis.Calculate the time in which the resistance (thermalcapacity `2J//.^(@)C`) wil get heated by `10^(@)C`.

a 750 hz 20v source is connected to a resistance of 100 . an inductance of 0.1803 H and a capacitance of 10 muF all in series. Calculate the time in which the resistance (thermal capacity = 2 J ^@C^-1) will get heated by 10^@C

A 750 Hz, 20 V source is connected to a resistance of 1000 ohm an inducatance of 0.1803 H and capacitance of 10microF all in series.Calculate time in which resistance (thermal capacity 2 J/degC will get heated by 10 deg C (Ignore radiation)

A 2000 Hz, 20 volt source is connected to a resistance of 20 ohm, an inductance of 0.125//pi H and a capacitance of 500/pi nF all in series. Calculate the time (in seconds) in which the resistance ("thermal capacity"=100 "joule"/.^(@)C) will get heated by 10^(@)C . (Assume no loss of heat)

A 2000 Hz, 20 volt source is connected to a resistance of 20 ohm, an inductance of 0.125//pi H and a capacitance of 500/pi nF all in series. Calculate the time (in seconds) in which the resistance ("thermal capacity"=100 "joule"/.^(@)C) will get heated by 10^(@)C . (Assume no loss of heat)

A 100 V, 50 Hz a.c. source is connected to a series combination of an inductance of 100 mH and a resistance of 20 Omega Calculate the magnitude and phase of the current.