(9) VL1, L2 ((L1 UL2)* = (L2 UL1)*). True O False
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Q: It can also be shown: The rank of a matrix is equal to the number of its non-zero singular values.…
A: The rank of a matrix is equal to the number of its non-zero singular values.
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Q: (1) VL1, L2 (L1 L2 iff L₁* = L₂"). True
A: False. The statement is not true in general.
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A: We have to show Note: In the question is given which is incorrect. It should be
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Q: Find the general solution of the system whose augmented matrix is given below. 0 1 -4 6 1-3 6-14
A: The given augmented matrix,The aim is to find the solution to the given augmented matrix.
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Q: by definition r(n+1) = n!
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Q: O False O True _*((1²1) (1¹1) = 10 (²151)) 1 21 ¹A (2)
A: This expression is False
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Q: 2] (A) Evaluate the integral , Ixyz] dV where V is the solid + ≤1
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A: The region is onto the sector
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Q: Dif(a1, a2): = d dt etaz a₂ +t) (etc t=a1 f(x, y) = ey+x, = (etª²a² + 1)|t=a₁ = eª¹ª²a² + 1.
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A: Given an interval .
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Q: dy Exercise 1.3.8: Find an implicit solution for dx = x² +1 , for y(0) = 1. y² + 1'
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Q: 2) if A = i +) - SK and B = 2i+j-K find Proj(A) | Proj(A) ? and
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Q: through s ffF.ds Find the flux of F through S S F(x, y, z) = xi+yj+zk, S: z = 1-x² - y², z ≥ 0.
A: Given that,Assume,
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