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            CBSE CLASS XII 
              
                
                
               
			  
		       
		            
	        Matrices and Determinants (1  Mark questions) 
	        
	          Page 2 of 5 
	          
	            -  If A is 3x4 matrix and B is a matrix such that A’B and BA’ are both defined, then find the order of  matrix B .
 
	            -   If a square matrix A be singular find the matrix A ( adj A ).
 
	            -  If A is an invertible matrix of order 2 and det (A) = 5, then find  det ( A-1) .
 
	            -   Evaluate 
 . 
	            -  If A and B are symmetric matrices of same order.  Prove that   AB-BA is skew symmetric matrix.
 
	            -   For what value of k, the matrix 
  is singular. 
	            -    If A and B are symmetric matrices then show that  AB-BA will be skew-symmetric.
 
	            -    If    be singular matrix, then find then find the value of  ‘x’ ? 
 
	            -   If 
 A and B are two matrices such that  AB =A and BA = B then  what is value  of  B2. 
	            -   If 
    is additive inverse of  . Find x, y, z and t . 
	            -  Construct   3x2 matrix If A = [aij] where aij = { i+j, if i > j ;  i-j,  if i< j }.
 
	            -  Construct a 2 x 2 matrix A= [ aij ] whose  elements are given by  
 . 
	            - If                   
        find the values of   a and b.  
	            -   Find value of x, If matrix 
      is not invertible.  
	                  is a skew symmetric, find value of x.  
	            -   Construct a 2x2 matrix A = [aij]  whose element are given by  
 . 
	            -   For any 2 x 2 matrix, if 
  , then find |A|. 
	            -  If A is a square matrix such that A2 = A. Find the value of (I+A)3 – 7A.
 
	            -  Find the cofactor of (1, 2) th entry in the given matrix 
 . 
	            -   If a matrix is both is symmetric and skew symmetric, then show that it is a null matrix.
 
	            -   If B is a skew symmetric, write whether the matrix (ABA ) is symmetric or skew symmetric.
 
	            -   Which type of matrix   
 is this?                 
	           
	            
             
	              
            Submitted By Mrs. E.Praveen  
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