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Define symmetric and skew symmetric matr...

Define symmetric and skew symmetric matrix and give an example to each.

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The correct Answer is:
IT is denoted by Tr(A)
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SRISIRI PUBLICATION-MATRICES-MISCELLANEOUS
  1. Define symmetric and skew symmetric matrix and give an example to each...

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  2. Define triangular Matrix.

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  3. Rank of a Matrix

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  4. Where are elementary on a matrix.

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  5. Write [{:(2,1,3):}]+[{:(0,0,0):}] as a single matrix.

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  6. Write [{:(0),(1),(-1):}]+[{:(-1),(1),(0):}] as a single matrix.

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  7. Write [{:(3,9,0),(1,8,2):}]+[{:(4,0,2),(7,1,4):}] as a single matrix.

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  8. Write [{:(-1,2),(1,-2),(3,-1):}]+[{:(0,1),(-1,0),(-2,1):}] as a sing...

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  9. Find the product [[-1,4,2]][{:(5),(1),(3):}]

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  10. Find the product [{:(2,1,4),(6,-2,3):}][{:(1),(2),(1):}]

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  11. Find the product [{:(3,-2),(1,6):}][{:(4,-1),(2,5):}]

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  12. Find the product [{:(2,2,1),(1,0,2),(2,1,2):}][{:(-2,-3,4),(2,2,-3),(1...

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  13. Find the product [{:(3,4,9),(0,-1,5),(2,6,12):}][{:(13,-2,0),(0,4,1):}...

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  14. Find the product [{:(1),(-2),(1):}][{:(2,1,4),(6,-2,3):}]

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  15. Find the product [{:(-1,-1),(-1,1):}][{:(1,1),(1,1):}]

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  16. Find the product [{:(0,c,-b),(-c,0,a),(n,-a,0):}][{:(a^2,ab,ac),(ab,b^...

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  17. A=[(1,0),(0,-1)], B=[(0,-1),(1,0)] , C=[(0,1),(1,0)] అయితే A^(2) = B^(...

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  18. IF A=[{:(1,0),(0,-1):}],B=[{:(0,-1),(1,0):}]and C=[{:(0,1),(1,0):}] an...

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  19. IF A=[{:(-1,-2,3),(1,2,4),(2,-1,3):}],B=[{:(1,-2,5),(0,-2,2),(1,2,-3):...

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  20. IF A=[{:(3,2,-1),(2,-2,0),(1,3,1):}],B=[{:(3,-1,0),(2,1,3),(4,-1,2):}]...

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