Vectors A, B, and C have the given components A = 7,0 Ay 3,0 B 3.0 By-9.0 C8.0 Cy5.0 Find the components of the combinations of these vectors (4.+B) (4+B), (4-4.0C) (4-406), (A+B-) (4.+B-6)-

Q: One of the following is the vector product of vectors A = 4i + 6j + 8k and B = 6i + 8j – 10k where…

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Q: Given vectors: A = 3 i + j – k, B = - i + 2 j + 5 k, C = 2 j – 3 k.  Find: 1) C ٠ (A + B) 2) C x…

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Q: fter adding vectors you find that the x component F the resultant is -16 and y comp is 7. nd the…

A: angle is given by tanθ =Ay /Ax

Q: (3) Using the i + J+ k vector notation, what is the vector created by adding together two vectors A…

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Q: Find a vector n that is orthogonal to each of the vectors v = (2,0, –1) and w = (1,2, 1). Select…

A: (d) n= (2, -3, 4)

Q: Eij and k are the usual unit vectors in the x, y and z directions, find aixi c.

A: As we know that i, j and k are unit vectors along the x, y and z directions. These unit vectors are…

Q: Given vectors A = a, + 3a, and B = 5a, + 2ay - 6az, and C = a, +a„ + 6az. determine: (с) А - В — |В?…

A: (d)     (i) Given,   A→ = ax + 3 az = (1)ax + (0)ay + (3)az            Component of A→ along ay =…

Q: b) Consider two vectors ä = î-2) + 3k, and b = 3î - 2zj + 5k, where z is a scalar. vector & such…

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Q: Two vectors are given by a = (1,2,3) and b = (3,2,1) in cartesian coordi- nates. Find à, a + b, a b…

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Q: Vector u = and vector v = . Find (vector u+v) X vector v.

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Q: Given vectors a=(-4,-5) and b=(-9,-7) Find the magnitude of the resultant vector: r=5a-3b

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Q: a/ What is scalar component of vector W in direction of vector P?  b/ Smallest angle vector P makes…

A: This question can be easily solved by applying the basic concept of vectors and scalars .

Q: Given the following three vectors: A = -9î+7}, B =-6î -10} and vector C has a magnitude of, |=9 and…

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Q: A square loop of conductive wire is laid flat agalnst this computer screen. Each side of the square…

A: Each side of square (s) = 3 m Area of square (A) = s2= 3×3 m2= 9 m2Initial magnetic field (B) = 5 T…

Q: A vector is given as follows: -37-27-3 The vector product x7 equals: O A +37 + 37 OB. 37 +27 - 37…

A: The cross product of similar unit vectors i^, j^ and k^ can be given as, i^×i^ = j^ ×j^ = k^×k^ = 0…

Q: Given A = 5.00i + 4.00j, B = 3.00j - 7.00k. Find the vector C = 2A - B %3D O + 4i – 10j – 7k O- 10j…

A: Given: A=5.00i+4.00j  B=3.00j-7.00k  To Find: C=2A-B

Q: Suppose that you have two vectors (1,0,0, 1) (2,0,0, 2) at What is a"b,?

A: Given that aμ=(1,0,0,1) and bμ=(2,0,0,2) we have to find the value of aμbμ