Recent content by thebigbluedeamon

  1. T

    What is the net magnetic field at a point due to perpendicular currents?

    So would the direction of the field in the y-direction be negative and the direction in the x-direction be positive? I guess I would end up with something like... Bnet = Bx - By Sounds easy enough for me.
  2. T

    What is the net magnetic field at a point due to perpendicular currents?

    I cannot figure how this works.. A wire carries a 7.00 A current along the x-axis and another wire carries a 6.00 A current along the y-axis. What is the magnetic field at point p located at x=4.00m and y=3.00m. Since each wire carries its own magnetic field, my instinct is saying that I...
  3. T

    Calculating Force on Potassium Ion Due to Electric Field

    If someone could help me start this problem, it would be greatly appreciated. Charges of equal magnitude 1.00X10^-15 C and opposite sign are distributed over the inner and outer surfaces of the cell wall. Find the force on the potassium ion (K+) if the ion is, (a) 2.70 micro-meters from the...
  4. T

    Electric Field Question: Finding Zero Point Between Two Charges on Y-Axis

    Of course it is. I just had a mental block. I wouldn't have caught the "(6-r)" though. Thanks for your help.
  5. T

    Electric Field Question: Finding Zero Point Between Two Charges on Y-Axis

    Okay...so I took the square root of both sides of the equation, but that doesn't seem to get me very far. I end up with: sqrt(q1/q2) = (r-6)/(r-4) And frankly I don't know how to solve for r in this situation. I could use Maple or something, but it seems that this problem shouldn't...
  6. T

    Electric Field Question: Finding Zero Point Between Two Charges on Y-Axis

    I did have a typo...It was supposed to be a 6 instead of a 4 in the first equation. Let me try this and hopefully I can solve.
  7. T

    Electric Field Question: Finding Zero Point Between Two Charges on Y-Axis

    I need a little guidance in this problem... Two point charges lie along the y-axis. A charge of q1=-9 mu*C is at y=6.0m, and a charge of q2=-8.0 mu*C is at y=-4.0 m. Locate the point (other than infinity) at which the total electric field is zero. So, I made the statement E1y =...
Back
Top