A particle with positive charge q moves with a velocity v = (51 + 2ĵ- k) m/s through a region where both a uniform magnetic field and a uniform electric fieldexist. Let B = (3î + 5ĵ + Â) T and Ể = (E¸î + Eĵ + E₂Â) V/m.For what vector electric field would the total force on the particle be zero? (Give your answers in V/m for each component.)Ex = 7x V/mEy =X V/mE₂ =V/m10

The charge = q Velocity = 5i^ + 2j^ - k^ msmagnetic field = 3i^ + 5j^ + k^ Tesla The net force on…

A particle with positive charge q moves with a velocity v = (51 + 2ĵ-k) m/s through a region where both a uniform magnetic field and a uniform electric field exist. Let B = (31 + 5j + k) T and E = (Ei + E + Ek) V/m. For what vector electric field would the total force on the particle be zero? (Give your answers in V/m for each component.) Ex = X V/m X V/m V/m E₂ = 7 10

A particle with positive charge q moves with a velocity v = (51 + 2ĵ-k) m/s through a region where both a uniform magnetic field and a uniform electric field exist. Let B = (31 + 5j + k) T and E = (Ei + E + Ek) V/m. For what vector electric field would the total force on the particle be zero? (Give your answers in V/m for each component.) Ex = X V/m X V/m V/m E₂ = 7 10

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

Can you please answer g & h?
can you please ans (a) (b) (c)?
Problem 2: An electric current I = 0.55 A is traveling in a circular wire with radius R = 0.055 m. ds Part (a) Express the magnetic field vector B generated at the center O in terms of the current I, the radius vector R, and the length element vector ds. SchematicChoice : Rx ds ds x R В 4 ds x R 4T B = - %3D = - R3 R3 HọI R3 R3 ds x R B HọI Rx ds B= - В - ds x R R3 R3 Part (b) What's the direction of the magnetic field at point 0? MultipleChoice : 1) Upward. 2) Out of the screen. 3) To the left. 4) To the right. 5) Downward. 6) Into the screen. Part (c) Express the magnitude of the magnetic field at point O in terms of I and R. Expression : |B| = Select from the variables below to write your expression. Note that all variables may not be required. a, B, µo, T, 0, a, b, c, d, e, g, h, I, j, k, m, P, R, S, t Part (d) Calculate the numerical value of B, in tesla. Numeric : A numeric value is expected and not an expression. |B| =
Define the electric field of a single charge and the magnetic force acting on a moving electric charge using the definitions and formulas in the photos.
Imagine a cylindrical hollow tube made of copper. First, a metallic (but not magnetic) capsule ofmass m is dropped as the tube is held vertical and it takes t1 seconds between the entrance and exit.Then, an identical but magnetized capsule of mass m and identical shape as the previous one isdropped into the tube as the previous one and it takes t2 seconds between the entrance and exit.What would happen if we had used an insulating tube instead?a) What is the relation between t1 and t2? (i.e., are they equal or if not, which one isgreater than the other?) b) Why? (Explain)
A (8.42x10^-1)-m radius cylindrical region contains a uniform electric field along the cylinder axis. It is increasing uniformly with time. What is the rate of change (magnitude) of the electric field required to obtain a total displacement current of (2.047x10^0) nA through a cross section of the region? Provide your answer in V/(m.s) with three significant figures.
L. B A positively charged particle is tied by a massless string and allowed to move on a smooth plane, as shown in the picture. A uniform magnetic field B = 1 T is applied perpendicular to the plane pointing down. The length of the string is L = 25 cm. The mass of the particle is m = 35 kg. The charge on this particle is q = 0.65 C. The velocity of the motion is a constant v = observing from above the plane. You can ignore friction. %3D 0.1392 m/s, in the clockwise direction when At a speed of v = 0.1392 m/s, how much is the Lorentz force (i.e. magnetic force) on the particle? (in units of Newton) Submit Answer fries 0/2 To maitain the circular motion at this speed with a radius L, the net force Fnet on the particle is pointing to the center O. How much is Fnet? (in units of Newton) Submit Answer Tries 0/2 It is strongly recommended that you draw a free body diagram to answer the next two parts of the problem. How much is the tension in the string? (in units of Newton) Submit Answer…
A. Determine net electric field at the origin in vector form B. Determine net magnetic field at the origin in vector form
Can you help with part B, D and E?
A triangular frame with dimensions a 0,6 m and b = 0, 2 m, carrying I = 5 A current is on y - z plane as shown in the figure. This frame is under the influence of uniform B -cî - dk magnetic field where c = 0,2 T and d = 0,8 T. What is the magnetic force on the 2nd segment of the frame in Newtons? (i, j, k are unit vectors in x, y, and z directions, respectively.) O -0,80 i - 0,60 j - 0,20 k O 0,80 i + 0,60j + 0,20 k O -0,80 i + 0,60j + 0,20 k O-0,80 i + 0,60 j - 0,20 k O-0,80 i -0,60j + 0,20 k
A particle is launched from the origin on the ground with an initial velocityv = (2.40 m/s) x+ (2.00 m/s) y. The particle falls freely under earth’sgravitational field.a. Find the angle at which the particle is launched at origin. (angle made topositive x axis).b. How far does the particle move in the x direction?c. What is the particle’s velocity at this time?d. How long it stays in the air
Electric field vector E and magnetic field vector B have dot product of -6.00 and their cross product has a magnitude of +9.00. What is the angle between these two vector? Please show the complete solution and figure. Solution must be readable. Thank youZ