(H.W) If a person walk 1km north, 5km west, 3km south, an 7km east, find the resultant displacement vector. Ans. R= 21- 2j, R = 2.8 and 0 = 45° %3D (H.W) We consider the vector: Ā = 31 +j + 2k (a) Find the length of A Ans. VI4 (b) Find the scalar product of the vector C= 21 withA Ans.6 %3D (c) Find the cross product Ā xC. Ans.4j – 2k (d) Form the vectorÃ.Č. Ans. i+j+ 2k

Q: B 17.4 8. Two vectors are presented by the diagram. What is the direction and magnitude of the cross…

A:

Q: The vector product of vectors A and B has magnitude 12.0 m² and is in the +z-direction. Vector A has…

A:

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: Two vectors have the following magnitude, A = 9.7 m and B = 14.6 m. Their vector product is: AXB =…

A:

Q: Two vectors (M = 3ax+2a- 5az) and (N = 6ax–2ay-5az), find the perpendicular to these vectors?

A: If given vectors are perpendicular to each other, then their dot product would be zero.…

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 in the same plane. Vector à has a magnitude of 6.00 units, vector B has a magnitude…

A:

Q: 1.47 • The vector product of vectors A and B has magnitude 16.0 m² and is in the +z-direction. If…

A: We need to know that the vector product of two unit vectors gives us a resultant unit vector that is…

Q: the vector product the vectors, Vhich one the following is correc ixj=0 ; ixk 1; kxj=0 ixi=0 ; kx k…

A: The cross product, area product, or the vector product of two vectors is a binary operation on 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: The scalar product of vectors A→ and B→ is +51.0 m2m2 . Vector A→ has magnitude 8.00 mm and…

A: Given: A.B=51 A=8.00 mm The angle θ=28° west of south. If B vector has direction 39.0° To determine…

Q: Vector A is 6.31 m at an angle of 265.6 degrees. what is the y-componenent of vector A?

A:

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: The vector product of vectors A and B has magnitude 12.0 m? and is in the +z-direction. Vector A has…

A: Given data: The vector product of two vectors is, A→×B→ = 12 m2z^ The vector A is, A→ = 4.0 m-x^…

Q: Compute the dot product of the vectors v and w​, and find the angle between the vectors. v=−10i−j…

A: Given: v→=-10i^-j^w→=-i^-10j^ Required: The dot product between the vectors and the angle between…

Q: O Product of Vectors and Angle between Two Vectors 2.) A = 8i +4j – 2k lb 1.) Ä = 72.4 N, 32° E of N…

A:

Q: For the vectors A and D in Fig. El.28, (a) find the magni- tude and direction of the vector product…

A:

Q: Given two vectors A = 4.00 +7.00 and B=5.00 -2.00, find the vector product Ax B (expressed in unit…

A: Given:  A→ = 4 i^ + 7 j^B→ = 5 i^ - 2 j^We have to find A→×B→ and A→×B→

Q: What is the vector product of A = 2.00 i^ + 3.00 j^ + 1.00 k^ and B = 1.00 i^ - 3.00 j^ -2.00 k^?

A: The given vectors, A→=2.00 i^+3.00 j^+1.00 k^B→=1.00 i^-3.00 j^-2.00 k^

Q: 6 units and is in the direction of +x-axis. Vector B has a magnitude 4 units and lies in the…

A: Given:- Vector B lies in x-y plane at an angle 30°with x-axis To find:-       Formula used:-

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

A:

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: • For the two vectors A and B in Fig. E1.370, find (a) the scalar product A B; (b) the magnitude and…

A:

Q: The x-component of the unit vector from the point A(-2, -3) to the point B(-1, 6), is:

A:

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: 1. Given the following vectors: 5 = -1.00 i - 3.00 j + 4.00 k A = 3.00 i + 4.00 } %3D a. (5 points)…

A:

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: Vector A has magnitude 11.89 m and vector B has magnitude 13.89 m. The magnitude of the cross…

A: Given Magnitude of the two vectors are given as A→=11.89 m and B→=13.89 m Magnitude of the cross…

Q: Two vectors have the following magnitude, A= 7.3 m and B = 11.1 m. Their vector product is: AxB =…

A: Given data:  Magnitude of vectors A = 7.3 m and B = 11.1 m A×B = -3.4 m I + 6.8 m k Required: The…

Q: The vector product of vectors A and B has magnitude 20.0 m² and is in the+z-direction. Vector A has…

A: The vector form of the vector A can be given as, The vector form of the product of the vectors A…

Q: Given two vectors A=4.00i + 7.00j and B=5.00i - 2.00j. Find the scalar product and vector product of…

A: The given values are, A=4.00i^+7.00j^B=5.00i^-2.00j^

Q: Vector A has a magnitude of 9.0 and Vector B has a magnitude of 3.0. If the vectors are at an angle…

A: Given data: Magnitude of vector A A = 9.0 Magnitude of vector B B = 3.0 Angle between vectors (θ) =…

Q: Find the vector product A × B (expressed in unit vectors) of the two vectors given . What is the…

A:

Q: 1.47 •• The vector product of vectors Á and B has magnitude 16.0 m² and is in the +z-direction. If…

A: Given value--- A × B = 16 m2 , + z direction.  A = 8 m , -x direction.  B = has no x component.…

Q: Two vectors have the following magnitude, A = 14.1 m and B = 7.9 m. Their vector product is: AxB =…

A:

Q: A vector A = Axi + Ayj + Azk has magnitude A. Then the dot product of the vector with itself, A.A is

A: the given vector is A=Axi^+Ayj^+Azk^

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: 1. Find the x-component of this vector:  C =  300 N, 50 deg W of S 2. Write this vector in scalar…

A:

Q: 1.47 •• The vector product of vectors Á and B has magnitude 16.0 m² and is in the +z-direction. If…

A:

Q: The vector a has a magnitude of 5.00 units and the vector b a magnitude of 7.00 units. If the angle…

A: Given data: Magnitude of vector a a = 5.00 units Magnitude of vector b b = 7.00 units Angle between…

Q: Two vectors have the following magnitude, A = 7.7 m and B = 6.7 m. Their vector product is: A⨯B =…

A:

Q: Two vectors have the following magnitude, A = 10.4 m and B = 14.5 m. Their vector product is: AxB =…

A: Given  A×B=(-4.7i+7.8k)m A=10.4m,B=14.5 m

Q: Find the angles that vector D⃗ =(2.0iˆ−4.0jˆ+kˆ)mD→=(2.0i^−4.0j^+k^)m makes with the x-, y-, and z-…

A:

Q: Find the angle between the vectors Ả = 2.00î + 3.00ĵ + 1.00Â B = -4.00î + 2.00ĵ – 1.00k and

A: The angle between two vectors is given by, cosθ=A·BABθ=cos-1A·BAB

Q: Vector A has a magnitude of 9.00 units, vector B has a magnitude of 4.00 units, and the dot product…

A:

Q: Two vectors have the following magnitude, A = 10.1 m and B = 9.7 m. Their vector product is: AxB =…

A:

Q: For the pair of vectors A = (6.00î + 4.00ĵ) and B = (9.0oî – 6.00ĵ) in the xy plane, determine the…

A: Part (a): The scalar product is calculated as, Therefore, the scalar product is 12   Part (b): The…

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: