Question

A particle with charge -3 C initially moves at v⃗ v→ = (1.00 i^i^ + 7.00 j^j^ ) m/s. If it encounters a magnetic field B⃗ B→=30 Tkˆ,k^, find the magnetic force vector on the particle. (-630 i^i^ +90+90.0 j^j^ ) N(630 i^i^ +90+90.0 j^j^ ) N(630 i^−i^− 9090.0 j^j^ ) N(-630 i^i^ −90−90.0 j^j^ ) N

Name: a particle with charge 3 c initially moves at v v 100 ii 700 jj ms if it encounters a magnetic field b b30 tkk find the magnetic force vector on the particle 630 ii 90900 jj n630 ii 90900 jj 81835
Uploaded: 2023-07-22T05:05:16-08:00
Duration: 1 min 56 s
Channel: Adi S
Description: a particle with charge 3 c initially moves at v v 100 ii 700 jj ms if it encounters a magnetic field b b30 tkk find the magnetic force vector on the particle 630 ii 90900 jj n630 ii 90900 jj 81835

          A particle with charge -3 C initially moves at v⃗ v→ = (1.00 i^i^ + 7.00 j^j^ ) m/s. If it encounters a magnetic field B⃗ B→=30 Tkˆ,k^, find the magnetic force vector on the particle.
(-630 i^i^ +90+90.0 j^j^ ) N(630 i^i^ +90+90.0 j^j^ ) N(630 i^−i^− 9090.0 j^j^ ) N(-630 i^i^ −90−90.0 j^j^ ) N

Added by Rodney R.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Adi S

07/22/2023

Step 1

To find the magnetic force vector on the particle, we can use the formula for the magnetic force on a charged particle: \[ \vec{F} = q \vec{v} \times \vec{B} \] where: - \(\vec{F}\) is the magnetic force, - \(q\) is the charge of the particle, - \(\vec{v}\) is Show more…

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A particle with charge -3 C initially moves at v⃗ v→ = (1.00 i^i^ + 7.00 j^j^ ) m/s. If it encounters a magnetic field B⃗ B→=30 Tkˆ,k^, find the magnetic force vector on the particle. (-630 i^i^ +90+90.0 j^j^ ) N(630 i^i^ +90+90.0 j^j^ ) N(630 i^−i^− 9090.0 j^j^ ) N(-630 i^i^ −90−90.0 j^j^ ) N