Find the scalar component of 6 a, +2 a,-3 a, along 3 a,- 4 a,

Q: Let a = (-3, –4, –4) and b = (2, 2, 4) . Find scalars s and t so that sa + tb = (20, 4, 32) %3D %3D

A: We have to find the values of scalers s and t for a=-3,-4,-4 and b=2,2,4.

Q: Find the vector in AB R2 given in the figure. 6 AB = help 4 (vectors) 1 2 3 -1 -6 -5 -4 -3 -2 -1 6.…

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Q: Find the angle between two vectors: A=31+4j-5k, (1) Scalar product. (2) vector product. B = 3i+4j+5k…

A: To find the angle between two vectors: A→=3i^+4j^-5k^, B→=3i^+4j^+5k^ by using: 1 Scalar product2…

Q: Let x, y, and z be vectors in Cn and let a and B be complex scalars. Show that a ( z, x) +B ( z,y )…

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Q: Find the scalar product of the vectors B an 1 C n Figure 1.

A: Given

Q: Use the scalar triple product to determine whether the points A(1, 3, 2), B(3, -1, 6), C(5, 2, 0),…

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Q: Let u = -i + j, v = 3i - 2j, and w = -5j.Find specified scalar 5u . (3v - 4w)or vector.

A: It is given that  u = -i + j, v = 3i - 2j, and w = -5j

Q: The vectors a =(1; 4; 2021) and b = (2; -8; 199) are obviously non- %3D orthogonal because the dot…

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Q: If possible, find scalars c1, c2, and c3, not all zero, so that 3. C2 + Cs 2.

A: When any scalar is multiply to a matrix or vector then it will multiplied with all elements of the…

Q: The scalar product 0v is 0.

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Q: The vectors a =(1; 4; 2021) and b = (2; -8; 199) are obviously non-orthogonal because the dot…

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Q: Find the unit vector of A=3ax+2ay-3az

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Q: If possible, find scalars c1 and c2 so that

A: Given: c11-2+c23-4=-56 c11-2=c1-2c1 c23-4=3c2-4c2 Therefore, c1-2c1+3c2-4c2=-56…

Q: Find the scalar and vector projections of b onto a, where a = (2, −2, 1) and b =  (IMAGE)

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Q: Determine whether each vector is a scalar multiple of z = (3, 2, −5).

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Q: Let u = -i + j, v = 3i - 2j, and w = -5j.Find specified scalar 4u . (5v - 3w)or vector.

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Q: Use scalar product to find the angle between the two vectors A = 2.00i + 3.00j + 1.00k B = - 4.00i +…

A: The given vectors are  A=2i+3j+1kB=-4i+2j-1k

Q: find all the scalars k such that || kv || = 3, Where v = (-1, 2, 0, 3)

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Q: Let x = 8i – 5j - and y = 3j – 7k be two vectors. Find the value of the scalar product x · y.

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Q: If a vector is expressed in terms of i and j, explain how to find the scalar multiplication of the…

A: The vector quantity has both magnitudes as well as the direction. if we multiply a vector by a…

Q: Find the scalar and vector projections of b onto a. a = b =

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Q: Find the vector projection of B= 61+ij+2k onto A=1-2j-2k and scalar component of B in the direction…

A: projba = a.ba2b now, <a> = 6i→ + 3j→ + 2k→ <b> = (i→ -2j→-2k→) so, a.b = (6i→+3j→+2k→).…

Q: Identify the following as scalars, vectors or meaningless b) (a•5)x(cxd) c) (axb)•cxd) d)axb+c

A: As per as our guidelines i am supposed to answer only three part Please repost the remaining parts

Q: Find the scalar and vector projections of b onto a. a = (1,6), b = (-7, 1) compab = projb =

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Q: If Lo and Li are parallel, then vo = is a scalar multiple of vi = . اختر احدى الدجابات

A: If two lines  L0: (x,yz)=(x0+a0t, y0+b0t, z0+c0t)And,L1:(x,y,z)=(x1+ sa1, y1+sb1, z1+sc1) Are are…

Q: Describe all of the operations involved in (a - b)(a c) — 2ã · (b × c) - Explain whether the final…

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Q: Find the scalar equation for the plane passing through the points P-(-1. 5.-1. P=(-1, 6, 5), and…

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Q: Find the scalar and vector projections of b onto a. a = (4,7,-4) b =(4,-1, 1)

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Q: Find the magnitude of the scalar multiple, where u=(2,0) v=(-3,6). ll-3/4ull

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Q: Define first the scalar product of a row vector a and a column vector b, each having the same number…

A: The given matrices are,

Q: Show that the complex numbers 2 + 3i and 1 – 2i generate the vector space

A: Given complex numbers are z1=2+3i    and    z2 =1-2i and   given vector space  is   ℂ over ℝ

Q: Find the scalar and vector projections of b onto a. = (3, –6, –2), b = (3, 3, 2) a

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Q: Use the scalar triple product to determine whether the points A(1, 3, 2), B(3, – 1, 6), C(5, 2, 0),…

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Q: Let u = 2i - 5j, v = -3i + 7j, and w = -i - 6j. Find specified vector or scalar||-2u||.

A: given that u=2i-5j v-3i+7j w=-i-6j

Q: Find the scalar and vector projections of d = (4, 2, –5) on b = (3, –1, 6).

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Q: Determine the dot product of the two vectors shown in the diagram. (3.5) 1. -5 4 -2 -11 23 4 5 -2+…

A: Dot product of the given vectors

Q: Find the scalar and vector projections of b onto a. a = 3i - j + 6k,     b = j + (1/2)k compab =…

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Q: If possible, find scalars c1, c2, and c3 so that

A: Consider the equation: c112-3+c2-111+c3-14-1=2-23……1

Q: 6. Use the scalar triple product to determine if the points A(1,3, 2), B(3, –1,6), C(5, 2,0), and…

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Q: Find the scalar and vector projections of b onto a. a = 3i − j + 4k,    b = j + (1/2)k   compab =…

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Q: 32) Use the scalar triple product to determine whether the points A(1, 3, 2),  B(3, -1, 6),  C(5, 2,…

A: This question is related to Vectors, we will solve it using given information.

Q: If possible, find scalars c, and c2 so that 3 + c2 C1

A: Consider the given system c11-2+c23-4=-56 Now, c11-2+c23-4=-56c1-2c1+3c2-4c2=-56c1+3c2-2c1-4c2=-56…

Q: Determine whether each vector is a scalar multiple of z = (3, 2, −5). w = (9, −6, −15)

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Q: Express i+ (1, -2) – (-i+ 3j) in terms of the standard basis vectors.

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Q: Find the scalar product of x and y x =(-1, 0, 2) and y =(-7, 7, 3)

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Q: 5) Find the scalar and vector projections of b onto a. a = 5i – k, b= i + 2j + 3k %3D -

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Matrices

‘Matrices’ is the plural form of the word matrix, and it is basically a spreadsheet in the form of a box. In mathematics, various functions can be carried out with matrices. Generally, a matrix comes in the shape of a square or rectangle. The elements are distributed horizontally in the form of rows, and vertically in the form of columns.