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HIMALAYA PUBLICATION-MATRICES AND DETERMINANTS-QUESTION BANK
- If A= [[4,x+2],[2x-3, x-1]] is symmetric then x=
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- If A is a square matrix then A . A^(T) is
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- If A+B=[[1,0],[1,1]] and A-2 B=[[-1,1],[0,1]] then A=
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- If A=[[-1,2],[-2,1]], B=[[3,4],[2,-1]] and A+2 X=B, then X=
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- If A=[(1,-3),(2,k)] and A^(2)-4A+10I=A, then k =
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- If 2 A+3 B=[[2,-1,4],[3,2,5]] and A+2 B=[[5,0,3],[1,6,2]] then B=
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- If O(A)=2xx3, O(B)=3xx2, and O(C )=3xx3 which one of the following is ...
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- If A= [[1 ,-2, 2],[0, 2, -3],[3 ,-2, 4]], then A . adj A=
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- The inverse of the matrix [[1 , 0, 0],[ a , 1 , 0],[ b, c , 1]] is
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- Given below are atomic radii of same elements of second period. {:("...
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- |[3421, 3422],[3423,3424]|=
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- Let A=[[200,50],[10,2]] B=[[50,40],[2,3]]. Then the value of the deter...
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- If k is a scalar and A is a n -square matrix, then |k A|=
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- The value of |[2 , 3, 1],[-3,-1, -4],[-2,-5,-3]|=
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- |[4 sin ^2 theta, cos 2 theta],[ -cos 2 theta,cos ^2 theta]| =
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- |(x, 4, y+z),(y, 4, z+x),(z, 4, x+y)|=
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- Prove that |(b+c,a,a),(b,c+a,b),(c,c,a+b)|= 4ac
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- The value of |(1,1,1),(bc,ca,ab),(b+c,c+a,a+b)|
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- Using the property of determinants and without expanding {:[( a-b,b-...
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- The value of |[2,1,1 ],[1,2,1],[1, 1, 2]|=
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