Mehlala ea lipotso tse tšohlang Li-Determinant le Inverse tsa Matrices
Di-Determinant le Di-Inverse tsa Matrix: Di-determinant le di-inverse tsa matrix ke dikgopolo tse pedi tsa motheo ho algebra e otlolohileng tse nang le ditshebediso tse pharaletseng mafapheng a fapaneng, ho kenyeletswa dipalo, fisiks, moruo le boenjiniere. Kutlwisiso e batsi ya dikgopolo tsena e bohlokwa bakeng sa ho rarolla mathata a mangata a rarahaneng a dipalo. Sehloohong sena, re tla buisana ka mehlala ya di-determinant le di-inverse tsa matrix.