For a circuit shown in the figure, all quantities are accurate in 3 significant figures. What is the power dissipated in 2-ohm resistor?
\(P = I^2R\) compute current in top branch, and plugin above ?
should i include the 4-ohm resistor for computing the current?
how did you know if it's series btw? XD
yes first i would start with calculating total current
for the total current, i got 2.02. am i correct?
you can identify 4 is in series by noticing that only one end is tied to that parallel branch
with that 2.02, so the power is 8.16W but the correct answer is 3.56W. idk why.
(2+1) is in parallel with (5+1) so equicalent resistance = 15/8 this is in series with 4 so total resistance = 15/8 + 4
total current I = V/R = 12/5.875 = 2.04
wait! slow down. lol. how did you get 15/8? XD
ok, lets go step by step
uh. is it wrong if i calculate the in parallel first? like (2*5)/2+5 and (1*1)/1+1? then calculate their resistance in series?
*them
we are trying to find total current, so we need to find total resistance first. (2+1) is in parallel with (5+1)
thats wrong. we need to simplify series first. as BOTH (2+1) are forming series
and (5+1) are forming series
both (2+1) and (5+1) are forming parallel
ahh. i see. then?
|dw:1344757792387:dw|
Join our real-time social learning platform and learn together with your friends!