Pls help ASAP A cross product between two vectors A and B can be represented asA B-AB sine, where e is the angle between the two vectors.Geometrically, the cross product can be imagined as a new vector, the magnitude of which is the area of the parallelogram that vectors A and B form, and the direction of which is the direction that is orthogonal to both A and B. One of many examples of cross products used in physics is theforce that a moving charged particle feeis in a magnetic field. It is expressed as F - qö × B where q is the charge of the particle, i is the particle velocity, and Bis the magnetic field applied.A student wonders how much force they would feel if they combed their hair with a nylon comb and ran through a constant magnetic field. Assuming the student combed theirhair enough to build upa charge of 1.21×10°C and can run at the speed of 9.19 m/s. Assume B- 0.693T1. Thestudent is running in the y direction.Provide the value only, assuming the unit is N and the answer is in the i direction.

Remember the vector law and formulas

Answered: AB- AB sine, where @ is the angle…

Science

Physics

AB- AB sine, where @ is the angle between the two vectors

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter2: Vectors

Section: Chapter Questions

Problem 59P: At one point in space, the direction of the electric field vector Is given In the Cartesian system...

See similar textbooks

Related questions

Q: Find the angle between the vectors A = −2i + j − 2k and B = 2i − 2j.

A: Now angle between the two vectors will be , cos-1a→·b→a→b→

Q: two vectors A and B have magnitudes A=2 and B= 5. if the angle between them is 40 degree find the…

A: The magnitude of the cross product is given by A→×B→ = A B sinθ where, θ is the angle between two…

Q: A vector a of magnitude 17 units and another vector b of magnitude 5.5 units differ in directions by…

A: Given: Magnitude of a vector a is |a| =17 units Magnitude of second vector b is |b| =5.5 units and…

Q: Two vectors are given by (A= 3i+Ay j) and (B= 2i +4 j). if the angle between them is 90°, then ?the…

A: Given:A=3i+AyjB=2i+4jAngle ,θ=90°Now,a.→b→=|a|b| cosθIf ,θ=90° ,…

Q: Two vectors are presented as a = 6.0i + 4.5j and b = 5.5î + 2.5j. Find the following. (Hint: For…

A: Given that:a→=6.0i^+4.5j^b→=5.5i^+2.5j^

Q: Vectors A and B are given by: A = 40.62i+ 85.71j B = 81.48i + 13.19j Find the scalar product AB.

Q: Find the angle between each of the following pairs of vectors (round up your answer to the nearest…

A: a) The required angle between the vectors is,

Q: The result of cross product of two vectors is: a. not a vector b.cross product does not exist c. a…

A: let A and B be two…

Q: Two vectors A and B have magnitude A=3.00 and B=3.00. Their vector product is AxB= -5.00k + 2.00i.…

A: Given data: Magnitude of A =3.00 Magnitude of B = 3.00 Vector product A×B=-5.00k+2.00i To determine:…

Q: Given the vectors Vị = 3î +j+ k V2 = -2î – k (a) Find the angle between vị and v2. (b) Find v2 × V1.

Q: (10pts) Two vectors A and B have magnitude A=3.00 and B=3.00. Their vector product is AxB= -5.00k +…

A: Answer Give data A= 3 B=3 A×B = -5k + 2i We have the formula for cross product A×B = |A| |B| sinθ

Q: Two vectors are given by A = 3 î + 6j and B = -1 î + j. (a) Find A x (b) Find the angle between A…

A: Given that A = 3i^ +6j^ B = -1i^ +j^A→ x B→ = i^j^k^360-110 = (6 x 0) -(0 x 1) i^ -(3 x 0)…

Q: Two vectors are given by (A= 3i+A, j) and (B= 2i+4j). if the angle between them is 90° , then the…

A: Here the given angle is 90°

Q: What is the unit vector of the sum of 2i + 5j - 6k and 3j + 3k?

A: A→=2i+5j−6kB→=3j+3kR→=A→+B→=(2i+5j−6k)+(3j+3k)=2i+8j−3kNow

Q: Homework problem #4 (Work-Energy section)

Q: The result of dot product of two vectors is: O a. a vector quantity Ob.a scalar quantity O c. dot…

A: The dot product of 2 vectors is the component of one vector along the other vector.

Q: Find the angle in degree between the two vectors A=1.1i-1.9j and B=-2.9i+2.4j.

A: We have two vectors that are represented as A→=1.1i^-1.9j^ and B→=-2.9i^+2.4j^. We need to the find…

Q: Find the angle (direction) of the resultant of these given vectors: a: 3i +6j b: 7i-3j

A: Given that,a=3i + 6jb= 7i - 3jcosθ=a.bab

Q: find the angle between the pair of vectors A=3.00i + 5.00j B=10.00i + 6.00j

A: Given data: A=3.00i + 5.00j B=10.00i + 6.00j Required: Angle between vector A and B

Q: The magnitude of the resultant of the vectors shown in figure is 5 N 7N

Q: Two vectors are given by A = 3 î + 4 ĵ and B = -1 î + ĵ. Find the angle between A and B.

A: The expression for the angle is,

Q: How many of the vectors have a horizontal component other than 0?

A: In the given diagram, d2 vector is acting along y-axis. Hence, its horizontal component is 0. For…

Q: Find the angle between two vectors C= 2i+3j+k and D= 2j-4i-k *

Q: The scalar product A · B of the two vectors A = 2i + 3j and B = i - 2j is O 8 k O -4 k O 2i - 6j

Q: * = • Two vectors A and B have magnitudes A 3.00 and B =3.00, Their vector product is A × B=5.00k +…

Q: if A⃗ =2i+3j+6kA→=2i+3j+6k and A⃗ =3i−4j+2kA→=3i−4j+2k, then the angle between the two vectors is

Q: In unit vector notation, å, and åz vectors are given as å, = -3î + 6ĵ + 2k and åz = -2î – 5j + 2k.…

A: Introduction : Angle between two vectors can be found by taking their dot products. Given :…

Q: If W = 3i – 4j and R = 2i + 4j - 3k, evaluate the vector triple product W x (W x R).

Q: Vectors A and B are given by: A = 89.23i + 32.22j B = 57.28i + 1.98j Find the scalar product AB.

A: Given: A=89.2i+32.22jB=57.28i+1.98j

Q: or the two vectors and in the given figure, (a) find the scalar product. (b) find th lirection of…

A: A vector can be written as A̅ = Ax î + Ay ĵ Ax = A Cosθ Ay = A Sinθ

Q: Find the angles that vector Ď = (2.5î – 4ĵ + k) m makes with the x-, y-, and z- axes. 0x Oy = = 0₂:…

A: GIVEN: D= 2.5i^-4j^+k^

Q: Two vectors are given by A = 3i – 23 + 4k and Ảx B. B = 6j – 2k. Ignoring units, calculate

Q: Which one is true for the triple product ? The result is a vector that might be parallel to A) The…

A: The direction of the cross product of two vectors A→ and B→, A→×B→, is perpendicular to the plane…

Q: Given the vectors shown, sketch ū +v, ū-v, and 2u .

A: Since you have posted multiple questions, we will we will solve the first one only. Please resubmit…

Q: | Two vectors are given by these expressions: Ä = -3i+7j- 4k and B = 6i – 10j+ 9k. Evaluate the…

Q: Find the angle between the vector (A=2i +j-2k) and the y-axis.

A: A = 2i^ + j^ - 2k^For y-axis, the vector is B = j^ A.B = 2i^ + j^ - 2k^ 0i^ + j^ + 0k^A.B = (2)…

Q: Given three vectors A = -2i + 3j + 4k, B = 3i + 1j – 3k and C = 3i -4j + 2k, do the following: d)…

A: GIVEN : A =-2i+3j+4kB=3i+1j-3kC= 3i-4j+2k

Q: The vector product of vectors A = 4i + 6j + 8k and B = 6i + 8j – 10k where i, j and k are unit…

A: A→ = 4i^ + 6j^ + 8k^B→ = 6i^ + 8j^ - 10k^ the resultant vector of A and B is the sum of vectors A…

Q: The vector orthogonal to 9î+ 7f and 6î+9ĵ is.k Write the magnitude only. Answer:

A: Introduction - Orthogonal vectors are perpendicular to each other. Given : Vector 1 →9i^+7j^…

Q: Find the angle between two vectors A and B given by : A=6i +4f +2k and vector B=3f -5f-3k

A: Here given two vectors A and B. Given A= 6i+4j+2k and B= 3i-5j-3k We have to find the angle…

Q: No. 16 Find the angle between the two vectors represented by the following equation: A = (3.00 m)î –…

A: Solution: given thatA→ =(3 m)i^-(2.5m)j^+(5m)k^B→ =(15 N)j^-(40N)i^-(60N)k^

Q: A vector a of magnitude 17 units and another vector b of magnitude 8.5 units differ in directions by…

A: Here given two vectors of magnitude 17 units and 8.5 units,differs by a direction 72°. We have to…

Q: Find the angle between vector a and b if a 2i +j - k and b= 3i - 6j + 2k

Q: Two vectors are given by A = 3 î + 6 j and B = -1 î + ĵ. (a) Find A x B. (h) Find the angle between…

A: GivenA→=3 i+6 jAndB→=-1 i+j

Q: You are given a vector in the zy plane that has a magnitude of 86.0 units and a y component of -58.0…

Q: What is the angle between vectors A- 2i + 3j + k and B- 3i • 2j • K?

A: Given Data: The vector A is: A=2i+3j+k The vector B is: B=3i+2j+k

Q: Vector A = 2.00i+ 3.00j Newtons. Vector B = 4.00 i +1.00 j meters. What is the dot product of…

A: The given vector A and vector B are:

Q: Consider the vector A= 6î + 6j+7k. What is the angle between the vector A and у-ахis? a. 50.5°

A: Given Vector A=6i+6j+7k Y axis is represented by B=j

Q: The figure shows two vectors (A and B), find the magnitude and direction (angle) of A+B. (Answers:…

A: From the figure, at point A the vector can be resolved as, A=8cos30° j^+sin30 i^A=4i^+6.9j^…

Question

Pls help ASAP

A cross product between two vectors A and B can be represented as
A B-AB sine, where e is the angle between the two vectors.
Geometrically, the cross product can be imagined as a new vector, the magnitude of which is the area of the parallelogram that vectors A and B form, and the direction of which is the direction that is orthogonal to both A and B. One of many examples of cross products used in physics is the
force that a moving charged particle feeis in a magnetic field. It is expressed as F - qö × B where q is the charge of the particle, i is the particle velocity, and Bis the magnetic field applied.
A student wonders how much force they would feel if they combed their hair with a nylon comb and ran through a constant magnetic field. Assuming the student combed theirhair enough to build upa charge of 1.21×10°C and can run at the speed of 9.19 m/s. Assume B- 0.693T1. The
student is running in the y direction.
Provide the value only, assuming the unit is N and the answer is in the i direction.

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Step by step

Solved in 2 steps with 1 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, physics and related others by exploring similar questions and additional content below.

Similar questions

Two electric force vectors act on a particle. Their x-components are 14.5 N and −7.35 N and their y-components are −12.0 N and −4.70 N, respectively. For the resultant electric force, find the following. (a) the x-component (b) the y-component (c) the magnitude of the resultant electric force (d) the direction of the resultant electric force, measured counterclockwise from the positive x-axis
A charged particle is on an x-y plane. The particle starts from the origin, and begins by moving 14.0 centimeters, at an angle of 21.1o below the positive x-axis. The particle then changes direction and travels 11.1 cm at an angle of 38.8o above the positive x-axis. What is the particle’s displacement vector after these two motions? 17.7 cm, 6.71o above the positive x-axis 21.8 cm, 5.03o below the positive x-axis 21.8 cm, 5.03o above the positive x-axis 17.7 cm, 6.71o below the positive x-axis
A vector field is defined by: F (x,y,z) = -xi - yj + zk Select the option that gives F expressed in cylindrical coordinates. A. F (r,ø,z) = -reø + zezB. F (r,ø,z) = (-x cos ø - y sin ø) er + (x sin ø - y cos ø) eø + zez C. F (r,ø,z) = - rer + zez D. F (r,ø,z) = reø + zez E. F (r,ø,z) = (x sin ø - y cos ø) er + (-x cos ø - y sin ø) eø + zez
Suppose a twodimensional force field is everywhere directed outward from the origin, and C is a circle centered at the origin.What is the angle between the field and the unit vectors tangent to C ?
Given vector A = <20, -11, 10> and vector B = <3, 3, -11> , what is A dot B?
For the vector Vp/b Vp/b (-30) = Vp/b cos(-30) i + Vp/b sin(-30) j where the j component is neglected when using conservation of linear momemtum. Vp/b (-30) = Vp/b cos(-30) i why does Vp/b(-30degree) dot Vp/b (-30degree) = (Vp/b)2 What happens to the cos(-30)?
According to Coulomb's Law, the attractive force between two electric charges of magnitude q1 and q2 separated by a distance r is kq1q2/r2 (k is a constant). Let F be the net force on a charged particle P of charge Q coulombs located d centimeters above the center of a circular disk of radius R, with a uniform charge distribution of density p coulombs per square meter (as shoown). By symmetry, Facts in the vertical direction. (a) Let R be a small polar rectangle of size Δr x Δθ ocated at distance r. Show that R exerts a force on P whose vertical component is
Two point charges attract each other with an electric force of magnitude (F). If the charge on one of the particles (Q) is reduced to (Q/4) and the distance between the particles (d) is increased to (2d), what is the resulting magnitude of the electric force between them?
Find whether the given field vector is: i) conservative, ii) irrotational, iii) both? Justify your answer. Given, the vector is, V=yzî+ xzĵ+ xyk.̂
A vector field is given as W = 4x2y ax - (7x + 2y) ay + (4xy + 2x2) az. If the field is at point P(2, -3, 4), give the unit vector that shows the direction of the field at P
__q22.34__ it is your job to determine all the possible unit vectors whose angle with the + section of the x axis is pi/3 and with the + section of the y axis is pi/4.
Position vectors of two particles, A and B are given:A = 3i + 4j + 5k metersB = -4i + 2j - 7k metersVector C is the position vector of particle C that is the cross product of vectors A and B (C = A x B). Together, particles A, B, and C become vertices of a triangular plane in space. What is the perimeter of the triangle that is formed by the three particles? Position vectors of two particles, A and B are given:A = 3i + 4j + 5k metersB = -4i + 2j - 7k metersVector C is the position vector of particle C that is the cross product of vectors A and B (C = A x B). Together, particles A, B, and C become vertices of a triangular plane in space. What is the area of the triangle that is formed by the three particles?