Recent content by mfoley14

  1. M

    MHB Electric field and magnetic field acting simultaneously on a charged particle

    Wow that was some lazy math on my part. I spotted my mistake. E = -11.375 i - 6 j + 4.8 k. Thank you for your help!
  2. M

    MHB Electric field and magnetic field acting simultaneously on a charged particle

    I knew that! Adding the negative sign to my calculation only switches the sign of each component, so the correct answer I believe is E = -11.375 i + 6 j -4.8 k
  3. M

    MHB Electric field and magnetic field acting simultaneously on a charged particle

    Using the Lorentz Force Law, I was able to sub out components of the formula with known values. I solved for f using the accelaration and the mass of an electron, substituted the charge of an electron for q, and found the cross product of v and B. So, f = q(E + v x B) became...
  4. M

    MHB Electric field and magnetic field acting simultaneously on a charged particle

    The problem that I'm working on states: "An electron has initial velocity (12j +15k)km/s and a constant accelaration of (2.0 x 10^12 i) m/s^2 in a region of uniform electric and magnetic field. If B equals 400i microTeslas, find electric field E. I know how to do most of the components of this...
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