Homework Statement
Say you connect Circuit A with low output impedance to circuit B with high input impedance. Why does this cause minimal voltage drop compared to connecting them the other way around (high output to low input).
Homework Equations
P = V^2/R
P = IV
The Attempt at a Solution
I...
I don't really know how to talk about it in terms of electric potential, but when the switch is closed, some of the current that was going through path ae now goes through path af instead. So now bulb B gets a greater share of the current going through bf, so it shines brighter.
Is this correct?
Hey, sorry I haven't answered in a while.
So the potential from a to f will be the same as the potential from b to f, right? So if this is the case then why does bulb B shine brighter than bulb A if both paths have the same potential shared between two bulbs?
I still don't really understand.
So the voltage across A initially would be equal to emf of the source, right? And the voltage across B is a fraction of the emf,with the other fraction shared with the other lightbulb?
Homework Statement
Homework Equations
μ0 In,e = ∫B⋅ds
The Attempt at a Solution
I really don't how to approach this question at all.
Do you have to integrate counterclockwise around the loop every time? If the field was decreasing as y decreased, would you integrate CW or is it still CCW...
Homework Statement
Homework Equations
None
The Attempt at a Solution
The answer is B, bulb B will be brighter than before.
My thought was that initially, the current gets split so that 2/3 I0 goes to the branch with 2 bulbs, since it has twice the resistance of the first branch, and that...
Oh I see. So the maximum y value is the amplitude, and that occurs then the sin term is 1.
I know what "μ" is, but isn't the amplitude usually measured in metres? Why is the unit "μV/m" in this case?