1) Assume X ,Y,Z,W and P are matrices of order 2x n , 3 x 2 , 2 x p , n x 3 and p x k , respectively. The restriction on n , k and p so that PY + WY will be defined are *
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2) Assume X ,Y,Z,W and P are matrices of order 2x n , 3 x 2 , 2 x p , n x 3 and p x k , respectively. If n=p , then the order of the matrix 7X-5Z is *
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3) from the given matrices find the value of α , when A + A' = I *
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4) If A is a square matrix such that A^2 =I , then find the simplified value of (A-I)^3 +(A+I)^3 – 7A is *
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5) If A is a square matrix such that A^2 = A , then find the simplified value of 7A - (I+A)^3 , I is an identity matrix. *
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6) If A is a square matrix such that A^2 = A ,the write the value of (I+A)^2 -3A. *
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7) Find D , such that CD-AB=0 *
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8) Find the possitive value of x *
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9) Find the value of x *
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10) Find the value of x + y + z *
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11) Find the value of x + y+ z *
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12) Find the matrix A , if *
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13) Find A^T - B^T
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Clear selection
14) Find *
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15) If A^2 = kA, find the value of K *
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16) If A^2 = kA, find the value of K *
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17) Find the value of x , if *
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18) Let A and B are the matrices of order 3 x 2 and 2 x 4 respectively .write order of the matrix (AB)
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Clear selection
19) Let A and B are the matrices of order 4 x 2 and 2 x 4 respectively .write order of the matrix (BA) *