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FIITJEE-MATRICES -ASSIGNMENT PROBLEM (SUBJECTIVE) (Level-II)
- Find the number of idempotent diagonal matrices of order n.
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- Let A be an orthogonal matrix, and B is a matrix such that AB=BA, then...
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- For each real x, -1 lt x lt 1. Let A(x) be the matrix (1-x)^(-1) [(1,-...
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- Show that every skew-symmetric matrix of odd order is singular.
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- The set of natural numbers N is partitioned into arrays of rows and co...
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- By the method of matrix inversion, solve the system. [(1,1,1),(2,5,7...
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- The system of equations -2x+y+z=a x-2y+z=0 x+y-2z=c has
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- Investigate for what values of lambda,mu the simultaneous equations x...
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- Solve the system of linear equations by matrix inverse method and find...
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- If P is a non-singular matrix, with (P^1) in terms of 'P', then show...
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- If abc=p and A=[(a,b,c),(c,a,b),(b,c,a)], prove that A is orthogonal i...
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- Show that positive odd integral powers of a skew-symmetric matrix are ...
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- Let ak =k(^(10)C k ) , bk =(10 = k ),^(10 ) C k and Ak =[{:( ak ,0),(...
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