Suppose g : A → B and f : B → C where: А 3D {а, b, с, d}, В 3 {1, 2, 3}, С%3D {e, h, g, k}, and g and f are defined by: b. g = {(a, 2), (b, 1), (c, 3), (d, 2)}and f= {(1, h), (2, k), (3, e)}. a. Find g of. b. fl

Q: 7. Is this a linearly independent subset of R³ ? {(1, 4, −6), (1, 5, 8), (2, 1, 1), (0, 1, 0)}…

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Q: 6. Find UV (dot a) Ū · V = (2, 3, -

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Q: a) Find ū - i b) Find w.u 1/2

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Q: If v = (2, 2, 0) and w = (-1,4, 0) , what is v × w ? (10, 0, 0) о (), 0, 6) (0, 0, 10) о (10,0, 6) О…

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Q: 7. Which of the following are linear combinations of = (0, -2, 2) and v = (1, 3, –1)? (a) (2, 2, 2)…

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Q: 4. If w = x²y + y²z + xz², show that дw Әх дw дw дz = (x + y + z)2.

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Q: {1,3, 5, 7, 9, 11}. Use the Let X = {4, 5, 6, 7, 8, 9} and Y roster method to describe each of the…

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Q: 14. Let v(1,2), va- (2,3) and let 5= matrix from (w), wy) to (v₁, v₂) (a) w₁(1,5) and wa-(9,4) (b)w,…

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Q: Find x, y, z and w if (::)-(; )-(.. ") 4 x + y 3 -1 2w z + w 3

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Q: Let A={2,y,z} and B={3,x,z}. How many distinct elements are in (A×B)∩(B×A)

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