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FULL MARKS-APPLICATIONS OF MATRICES AND DETERMINANTS-ADDITIONAL QUESTIONS SOLVED
- Show that the equations: x+y+z=6,x+2y+3z=14,x+4y+7z=30 are consistent ...
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- Discuss the solutions of the system of equations for all values of lam...
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- For what values of k, the system of equations kx+y+z=1,x+ky+z=1,x+y+kz...
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- Solve the following homogeneous linear equations. x+2y-5z=0,3x+4y+6z...
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- For what value of mu the equations. x+y+3z=0,4x+3y+muz=0,2x+y+2z=0 h...
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- A=[a(ij)](mxxn) is a square matrix if …………
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- Matrices A and B will be inverse of each only if ……………
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- If A is an invertible matrix of order 2 thaen det (A)^(-1) is equal to
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- Given A=({:(1,-2),(-5,7):}) then A (adj A) =…………..
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- The inverse of ({:(2,1),(4,2):}) is ……………
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- Given rho(A,B)nerho(A)lt number of unknowns, then the system has. …………...
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- Given rho(A,B)nerho(A)lt number of unknowns, then the system has. …………...
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- Given rho(A,B)nerho(A)lt number of unknowns, then the system has. …………...
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- The rank of the matrix [{:(1,2,3),(2,4,6),(3,6,9):}] is ……………….
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- If the rank of the matrix ({:(1,0,-1),(2,5,lamda),(3,6,9):}) is 3, the...
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- If A = [2 0 1] then the rank of "AA"^(T) is …………..
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- If the rank of the matrix [(lambda,-1,0),(0, lambda,-1),(-1,0,lambda)]...
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- If A is a scalar matrix with scalar kne0, of order 3, then A^(-1) is …...
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- If A=[{:(2,1),(3,4):}], then (adjA)A………..
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- If A is a square matrix of order n, then |adj A|=
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