Properties of determinants class 12
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Step-by-step explanation:
There are some properties of Determinants, which are commonly usedProperty 1The value of the determinant remains unchanged if it's rows ...
Answer:
determinant is a special number that can be determined from a square matrix. The determinant of a matrix, say P is denoted det(P), |P| or det P. Determinants have some properties that are useful as they permit us to generate the same results with different and simpler configurations of entries (elements). There are 10 main properties of determinants which include reflection property, all-zero property, proportionality or repetition property, switching property, scalar multiple property, sum property, invariance property, factor property, triangle property, and co-factor matrix property