All I need is in regards to part b. I'm sorry if I was disrespectful I just don't know how to go about writing it. This is the scenario I'm stuck with.
So I'm given a horizontal distance d which is d = 1cm. And I get a vertical distance which is x = 50 cm. Now we we can create a right...
Homework Statement
http://i.imgur.com/wBdUomo.png
Another simpler way to ask the question is if the electrical potential at a point is zero, is the electric field at that point also zero?
Homework Equations
v = kq/r
E=kq/r^2
F=qe
The Attempt at a Solution
http://i.imgur.com/wBdUomo.png...
Would it make sense if I showed that by writing
p = I^2R = 0^2(50) = 0 or should I just write the power dissipated in R5 is zero because i5 = 0. The resistor would still have a resistance of 50 ohms even if there's no current going through it right?
Alright, so i5 = 0A.
Then for d)"Compute the power delivered to resistor r5 in the steady state"
I would just write p = I^2R = 0^2(0) = 0 right? Or just state it's 0 due to the fact that the current is equal to zero? Should I write it as 0^2(50) or 0^2(0)?
Thank you very much for your help.
Alright, so current flows until capacitors are full. Therefore, since the capacitors are full there is no more current flowing through resistor 5.
Would that be the correct answer and would that be sufficient to write on an exam as the reasoning for it?
No, since that resistor would be gone. So both c and d with be zero right? I was just confused because it says i4 = it. And in this case, if we wrote it as i5=it then we'd get a current. What would I write to say that the current is zero? Simply that since there is no longer charge going through...
Homework Statement
http://i.imgur.com/zXJpa9J.png
Homework Equations
It = vT/rT
P = I^2R
The Attempt at a Solution
http://i.imgur.com/zXJpa9J.png
This is the question at hand. I've solved them all and I have a question for part c and d. Since the capicators are fully charged, the circuit...
This is based off memory of the exam. This is what I remember
The river flows 5km in the west direction. A boat which has a speed of 10km/hr traveling from the southbank to the north. Then I'm not sure how it was written but it essentially said to find the angle. The answers were all in...
ya that's what I did on the exam. I just put that answer to "east of north" which was on of the listed answers. It makes the most sense but it's not east of north so I was confused.