1
Q
How do you calculate the determinant of a matrix?
A
2
Q
What is a matrix when it has a determinant of 0 ?
A
Then the matrix is said to be “Singular”
3
Q
What are the two important equation used in calculating the eigenvalues and eigenvectors?
A
4
Q
If you want to find the value of “x”, but the matrix equation is:
Ax = b
How would you solve it?
A
x = A(^-1)b
As the A is BEFORE the x, when moving it over, it is also placed BEFORE the b
5
Q
How would you multiply this matrix?
A
IB Math
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