L A Moving to another question will save this response. Question 6 Consider the vectors A =4ag+2kaytaz and B= az+4ay-8a, what value of k the two vectors A and B will be orthogonal ? 0.5 3.5 O 1.5 A Moving to another question will save this response

Q: Given the two vectors M= 5a, – 2a, + 4a, and N=- Sa, –7a,+2a,. The unit vector in the direction of…

A: Given Data: M = 5ax -2ay +4az N= -8ax-7ay+2az

Q: Two vectors (M = 4ax-oay) and (N = bax-Lay-ɔaz), find the vector perpendicular to these vectors?

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Q: P1. 30. What is the area of the base of a parallelepiped if its two legs is defined by the two…

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Q: Q1: Three vectors extending from the origin are given as ri = 7ax + 3ay –- 2az r2 =-2ax + 7ay – 3az…

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Q: Consider the vectors A =4ax+2kay+az and B = ax+4ay-4az what value of k the two vectors A and B will…

A: Orthogonal vector : vector those are perpendicular to each other .  Dot product is zero  Given two…

Q: For any vectors u, v, and w in V3, (u + v) X w = u X w + v X w.

A: In the solution the concept of cross product and addition of vectors is explained.

Q: Consider the vectors A =4a,+2kayta, and B=ax+4ay 16a, what value of k the two vectors A and B will…

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Q: Consider the vectors A =4ax+2ka,taz and B = ax+4ay-8az what value of k the two vectors A and B will…

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Q: P1. 26. Given vectors A, B, and C, evaluate 3|A|C - 2B if Ax = 7 Ay = 3 Az = -3 Bx = 1 By 2 Bz 3 Cx…

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Q: Consider the vectors A =4ax+2kaytaz and B = ax+4ay-16az what value of k the two vectors A and B will…

A:

Q: Question 28 Consider the vectors A =4ax+2kayta, and B = ax+4ay-8a, what value of k the two vectors A…

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Q: 2. A long, cylindrical conductor of radius a has two cylindrical cavities each of diameter a through…

A: Part 1: At point P1, The cross-sectional area of the solid cylindrical conductor of radius a is,

Q: The vector fields are defined as A= ap +2ao +3az, B= 0.25aap +0.25ßam -6az , both vectors are…

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Q: Consider the vectors A =4ax+2kay+az and B = ax+4ay-8az what value of k the two vectors A and B will…

A: Given  the vectors A =4ax+2kay+az and B = ax+4ay-8az what value of k the two vectors A and B will be…

Q: Consider the vectors A =6ax+2kay+kaz and B = ax+4ay-4az  what value of k the two vectors A and B…

A: Given vectors, A =6ax+2kay+kaz  B = ax+4ay-4az

Q: The sum of 2D RCS vectors (A + B) is equal to 7a, + 13a, while their difference (A - B) is equal to…

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Q: Consider the vectors A =4ag+2ka,taz and B = ax+4ay-8az what value of k the two vectors A and B will…

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Q: Find the unit vector n perpendicular in the right-hand sense to the two vectors A and B. What is the…

A: (1) Therefore, the required unit vector perpendicular to both A and B is: 2​1​(i^+j^​)(2) Now, we…

Q: Three vectors A, B and C lie on the 3D RCS. The scalar product of A and B is equal to -2. The scalar…

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Q: Decompose the vector A = -2āx + 3āy + 5āz on to vectors parallel and perpendicular to the vectór B =…

A: Let         A=A1+A2  where A1 is the vector parallel to vector B and A2 is the vector perpendicular…

Q: P1. 27. Given vectors A, B, and C, evaluate 3|A|C•2B if Ax = 7 Ay = 3 Az = -3 Bx = 1 By = 2 Bz = 3…

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Q: Q1) build a componet form of the vector h +s

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Q: The vector projection of the vector A =ax -2ay + az on the vector B = 4ax - 4ay + 7az is *

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Q: QI: Three vectors extending from the origin are given as r = 7ax + 3ay - 2a: r2 =-2ax + 7ay – 3az r3…

A: Angle between vector r1-r2 and r1-r3  Angle between two vector give by  Cos(angle) = A. B/(|A||B|)…

Q: Consider the vectors A 4ax+2ka,taz and B= ax+4ay-32az what value of k the two vectors A and B will…

A: Orthogonal vector defined by A.B=0 Dot product of two vector is zero

Q: Consider the vectors A =4ax+2ka,taz and B = ag+4ay-32a, what value of k the two vectors A and B will…

A: Orthogonal vector have dot product zero . Given vector A and B

Q: Let us define vector v as v=[3; 4;5]; What are the sizes of vector v? Find T=vv" by Matlab code and…

A: clc;clear;close all;v=[3;4;5]size(v)T=v*v'size(T)k=v*v'size(k)L=v.*vsize(L)

Q: P1. 30. What is the area of the base of a parallelepiped if its two legs is defined by the two…

A:

Solenoidal Vector Field

In Physics and Mathematics vector calculus attached to each point in a subset of space, there is an assignment of a vector in a field called a vector field.