please help me with this question
@lizzyrockefeller
which question
both :)
17 an 18
yup
okay
hmmm...
@paki
sorry im trying to read it an figure it out
its kinda blurry to me cuz i dont have my glasses on but im gettin it
yes i will
thank u a lot
hey ive tried every single way i can i cant get it sorry
"Using Kirchhoff's laws is a bit misleading: it can be quite tedious. Actually you also need to study the symmetries of the currents in the circuit. Once you have done this, remember that any points at the same potential can be linked by a resistance-free wire. In that case, some branches will appear to be in parallel and can be treated as such.
hmmmm can u please explain
Imagine this situation:|dw:1419095598489:dw| Due to symmetry, potentials in C and D will be the same. So no current will go through the nR resistor at all. It means you can either remove it, or, better, replace it by a conducting wire. So overall resistance will be R/2 + R/2 = R Apply this method to your cube-shaped lattice.
im finding it too difficult
@Vincent-Lyon.Fr please help me
@Nnesha might be helpful
Here is a link that demonstrates several methods to solve the first one. http://www.rfcafe.com/miscellany/factoids/kirts-cogitations-256.htm Note the advice of Vincent-Lyon.Fr was used in one method. But the application of Kirchoffs current law and assuming a value of 3 amps into the cube, then computing the respective voltage drops, then the use of plain ole Ohms Laws
This tutorial is great. I could not explain in a better way. :)
thanks @radar @Vincent-Lyon.Fr i also need help with the second one
@Vincent-Lyon.Fr second one
@ganeshie8 might help
he did not come
@Abhisar might help
@iambatman might help
Although difficult to read, IMHO this is primarily a math problem, and we are concerned only with the DC resistance of two coils. When connected in series they present a total of 75 ohms resistance, when connected in parallel the result in the value of 75-57 or 18 ohms. We are to find the coils individual resistance. Please follow this: Let a be the resistance of one coil, and let b equal the resistance of the other the we have this:|dw:1419196203042:dw|
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