Example 2.4.4 Determinant of Matrix
Answers:
1. Determinant of
=
a11a22 - a21a12
= 1*4 - 2*3 = -2
2. Determinant of
=
a11det(M11) - a12det(M12)
+ a13det(M13)
M11 =
,
M12 =
,
M13 = 
det(M11) = 5*(-9) - 2*10 = -65
det(M12) = 3*(-9) - 7*10 = -97
det(M13) = 3*2 - 5*7 = -29
determinant
of
=
2(-65) - (-97) + (-6)(-29) = 141