(Figure 3) shows 3 situations in which a charge enters a uniform magnetic field B (indicated by the big BROWN dots). The green arrows indicate the directions of the velocity vector i q = 1.2x10-6C v = 6.0x105 m/s B=1.72 T %3D Remember: When stating a direction, all directions are with respect to the page (or screen). Part F- In Figure 3 case (g) (RIGHT) calculate the magnitude of the magnetic force on the Negative moving charge. Enter a regular number with 3 digits after the decimal point. Unit is Newton (no need to enter) 70° (g) 34 4, 5- 1 64 0f

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(Figure 3) shows 3 situations in which a charge enters a uniform magnetic field B (indicated by the big
BROWN dots). The green arrows indicate the directions of the velocity vector i
q = 1.2x10-6 C v = 6.0x105 m/s B=1.72 T
Remember: When stating a direction, all directions are with respect to the page (or screen).
Part F - In Figure 3 case (g) (RIGHT) calculate the magnitude of the magnetic force on the
Negative moving charge.
Enter a regular number with 3 digits after the decimal point. Unit is Newton (no need to enter)
B.
70°
(g)
3+
4.
5-
7.
Transcribed Image Text:(Figure 3) shows 3 situations in which a charge enters a uniform magnetic field B (indicated by the big BROWN dots). The green arrows indicate the directions of the velocity vector i q = 1.2x10-6 C v = 6.0x105 m/s B=1.72 T Remember: When stating a direction, all directions are with respect to the page (or screen). Part F - In Figure 3 case (g) (RIGHT) calculate the magnitude of the magnetic force on the Negative moving charge. Enter a regular number with 3 digits after the decimal point. Unit is Newton (no need to enter) B. 70° (g) 3+ 4. 5- 7.
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