B = (uo/4pi) * q(v x r )/r^3
r = 0.170i - 0.330 j
r = 0.3712 m
(v xr) = cross product between velocity and displacement
v x r = [ (7.5 x 10^4)i + (-4.90 x 10^4)j ] x [ 0.170 i - .330j]
v x r = -2.475 x 10^4 k + 0.833 x 10^4 k = -1.642 x 10^4 k
uo = 4pi * 10^-7
B = 8.67 x 10^-8 T k
A negative charge q = -2.70x 10^-6 C is located at the origin and has velocity...
A negative charge q = −3.70×10−6 C is located at the origin and has velocity υ⃗ =(7.50×104m/s)ι^+((−4.90)×104m/s)j^. At this instant what is the magnetic field produced by this charge at the point x = 0.200 m , y = -0.260 m , z = 0? Enter the x, y, and z components of the magnetic field separated by commas.
A negative charge q = −3.80×10^−6 C is located at the origin and has velocity υ⃗ =(7.50×10^4m/s)ι^+((−4.90)×10^4m/s)j^. At this instant what is the magnetic field produced by this charge at the point x = 0.210 m , y = -0.350 m , z = 0? Enter the x, y, and z components of the magnetic field separated by commas. Bx, By, Bz = μT
A negative charge q = -2.80 Times 10^-6 C is located at the origin and has velocity U^Rightarrow = (7.50 Times 104 m/s) i^+ ((-4.90) Times 10^4 m/s) j^. At this instant what is the magnetic field produced by this charge at the point x = 0.140 m, y = -0.280 m, z = 0? Enter the x, y, and z components of the magnetic field separated by commas. B_x B_y, B_z = mu T
A negative charge q = −3.80×10^−6 C is located at the origin and has velocity υ⃗ =(7.50×10^4 m/s) i +((−4.90)×10^4m/s) j. At this instant what is the magnetic field produced by this charge at the point x = 0.190 m , y = -0.320 m , z = 0?
At a particular instant, charge q1 = 4.20×10−6 C is at the point (0, 0.250 m, 0) and has velocity υ⃗ 1=(9.20×105m/s)ι^. Charge q2 = −3.40×10−6 C is at the point (0.150 m, 0, 0) and has velocity υ⃗ 2=(−5.30×105m/s)j^. At this instant, what is the magnetic force that q1 exerts on q2? Enter the x, y, and z components of the force separated by commas. Fx,Fy,Fz
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A charge is located at the origin... A charge, q,-79.7 nC is located at the origin (z 0, y = 0), a second charge, q2 146 nC is located on the x-axis at (x 4 m, y 0 m), and a third charge, 93--20.5 nC is located on the y- axis at (0 m, y 4 m). Calculate the magnitude of the electric field at the location marked by the letter "X" on the figure below (x-4 m, y =...
A particle has a charge of q = +4.7 μC and is located at the origin. As the drawing shows, an electric field of Ex = +232 N/C exists along the +x axis. A magnetic field also exists, and its x and y components are Bx = +1.7 T and By = +1.6 T. Calculate the force (magnitude and direction) exerted on the particle by each of the three fields when it is (a) stationary, (b) moving along the +x...
Problem 28.56 1 of 4 At a particular instant, charge q1 = 4.40×10−6 C is at the point (0, 0.250 m, 0) and has velocity υ⃗ 1=(9.20×105m/s)ι^. Charge q2 = −2.50×10−6 C is at the point (0.150 m, 0, 0) and has velocity υ⃗ 2=(−5.30×105m/s)j^. Part A At this instant, what is the magnetic force that q1 exerts on q2? Enter the x, y, and z components of the force separated by commas. Fx F x , Fy, Fz =...
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