I am not getting the answer :/
@ganeshie8
what is the answer supposed to me?
250W
Energy dissipated in two seconds:\[E = (2)^2 \cdot 100 + (1)^2 \cdot 100\]\[= 500 \rm J\] Power dissipated in two seconds:\[P = \dfrac{E}{t} = \rm \dfrac{500 J }{2 sec} = 250 W\]
why 2 seconds?? @ParthKohli
Instant power is 100.2² = 400 W for half a period, then 100.(-1)² = 100 W for the other half. The mean power is (400+100)/2 = 250 W
@Somy The graph is periodic every two seconds. That's why.
@ParthKohli how do i know that? i mean it's not written anywhere T_T
@Vincent-Lyon.Fr oh i was told about this method!!! but i have this tiny question how much is half a period? @thushananth01
oh lol @ParthKohli u did same thing but in one go so i didn't really get it, im sorry :P
half a period = one second you can see it on the graph also note that the direction of current doesn't matter
owh okaaay thnx @ParthKohli :D
what if the graph is like this |dw:1402026628221:dw|
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