A negative charge moving with a constant velocity V enters a uniform magnetic field directed out of the page. What is the direction of the Lorentz force on the charge?单项选择题

A
a. To the top of the page.
B
b. There is no Lorentz force on the charge.
C
c. To the bottom of the page.
D
d. To the right.
E
e. To the left.
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Question text1. a) An electron has instantaneous velocity v=6i+3j+3kkm/s and is in a magnetic field B=i+3j+2k Gauss. Calculate the three components of the force per charge acting on the electron in mN/C (millinewton per coulomb) to two significant figures (the answers can be positive or negative !).Fx= Answer 1 Question 1[input]mN/C [2]Fy= Answer 2 Question 1[input]mN/C [2] Fz= Answer 3 Question 1[input]mN/C [2] b) A proton is set in circular motion with radius r=6.2m in a magnetic field perpendicular to its path, with magnitude B1=12T. The field is amplified to B2=47T while the speed of the proton remains unchanged. What will be the radius of the new circular path? Give answer to two significant figures. Newradius= Answer 4 Question 1[input] m [4]
Question text1. a) An electron has instantaneous velocity [math: v=6i+3j+3kkm/s] and is in a magnetic field [math: B=i+3j+2k] Gauss. Calculate the three components of the force per charge acting on the electron in [math: mN/C] (millinewton per coulomb) to two significant figures (the answers can be positive or negative !).[math: Fx=] Answer 1 Question 1[input][math: mN/C] [2][math: Fy=] Answer 2 Question 1[input][math: mN/C] [2] [math: Fz=] Answer 3 Question 1[input][math: mN/C] [2] b) A proton is set in circular motion with radius [math: r=6.2m] in a magnetic field perpendicular to its path, with magnitude [math: B1=12T]. The field is amplified to [math: B2=47T] while the speed of the proton remains unchanged. What will be the radius of the new circular path? Give answer to two significant figures. [math: Newradius=] Answer 4 Question 1[input] m [4]
An electron moving in the positive y direction, at right angles to a magnetic field, experiences a magnetic force in the negative x direction. What is the direction of the magnetic field?
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