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BTech Tuition > Learn BTech Tuition > How to find adjoint in matrix?
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How to find adjoint in matrix?

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Transpose co-factor matrix.
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Adjoint of the matrix is nothing but transpose of co-factor matrix.
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Expert in Electronics

Adjoint matrix can be found only for square matrix.
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Maths Tutor

Calculating the Matrix of Minors then turn that into the Matrix of Co-factors then the Adj and multiply that by 1/Determinant.
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Maths Tutor

Suppose A is a square matrix. first of all find co-factor of A = B (suppose). Adj A = B' (transport of B).
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Maths and Computer Science Tutor with 10 years Teaching experience

First You need to find Co-factors of each elements in the given matrix. Second, take Transpose for Co-factor matrix. The transpose matrix is called Ad_joint.
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Professional Trainer for Diploma and Engineering Students (Mechanical)

Adjoint exist only for square matrix. Before going for Adjoint, You need to calculate minor (Mij) for each of the element where minor Mij is determinant of the sub-matrix which is result of deletion of ith row and jth column of given square matrix. Now (-1)^(i+j)*Mij gives cofactor of the corresponding...
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Adjoint exist only for square matrix. Before going for Adjoint, You need to calculate minor (Mij) for each of the element where minor Mij is determinant of the sub-matrix which is result of deletion of ith row and jth column of given square matrix. Now (-1)^(i+j)*Mij gives cofactor of the corresponding element Aij. Arranging all such cofactors of every element of given matrix gives Co-Factor matrix. Transpose of this matrix is called Adjoint of given matrix read less
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Teacher

Adj Wer it has a formula using it we can find.
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Tutor

Transpose of co-factor matrix.
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First you need to find co-factor of each elements of given matrix. You will get the co-factor matrix, the transpose of that co-factor matrix is of given matrix.
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