Problems based on Power in AC Circuits | L 52 | Network Analysis | Sankalp | GATE/ESE 22

[@deepanshukaushik8159]

Thank you very much sir

[@pavanambala9594]

Got a clarity sir...Thanks a lot sir

[@khushaldafda2272]

Thank You Sir ji 😊😍

[@RavindraSingh-jw2sm]

Sorry to bother, but in last question of this lecture the value of Reactive power should have positive value since Sin(-198.7°) = 0.3206. This makes the value of Reactive power Q positive. Please let me know if i am wrong. I would also like to thanks for your great initiative. Your teaching method is very good. 👍

[@pavanambala9594]

Yes I got the same

[@nil6025]

just ignore these silly things focous on your targrt so practice more questions rather then finding mistakes of teacher

[@RavindraSingh-jw2sm]

@@nil6025 don't poke your nose into others matter.

[@shreyspeakz9956]

@@nil6025it’s not like finding mistakes but tallying since he rarely commits mistake which makes us wonder what mistake we have committed.

[@priyanshusarkar4466]

Correct, reactive power Q comes out to be positive(+)

[@khushisinha2697]

Thank you sir jii 😊

[@studified596]

🔥🔥🔥 best

[@AyushKumar-pe3vx]

15:20 me S half kaise hua

[@PendurthyBhavana]

@22:30 question .They asked complex power.why did you find apparent power?

[@TheKingmalik007]

Mod of complex power is apparent power, they both are same in terms of magnitude.

[@shockingmoments987]

❤️❤️❤️❤️💚💚💚💚💚🔥🔥🔥🙏🙏🙏🙏🙏🙏

[@AyushKumar-pe3vx]

15:20 me S half kaise hua??

[@shockingmoments987]

@@AyushKumar-pe3vx because of( Root 2 ) Here we considerd Peak value Rms value = peak value / root 2 And S(power) = (Rms)^2

[@AyushKumar-pe3vx]

@@shockingmoments987 Thanks a lot bhai