100 likes | 264 Views
This resource focuses on practicing key concepts in IB Math Topic 4: Matrices. It guides learners through finding determinants and inverses of various matrices labeled A, B, and C. Students will determine when matrices are singular and explore context-dependent variables that impact factors such as k and x. Practicing these problems is essential for mastery in understanding matrix operations, enhancing critical thinking, and preparing for IB assessments.
E N D
|A| = 1 and Find the determinant and the inverse of matrix A.
|B| = 3 and Find the determinant and the inverse of matrix B.
Find the determinant and the inverse of matrix C. |C| = 0 so the inverse does not exist!
For what values of k will matrix A be singular? k = -3 or 2
For what values of x will matrix A be singular? x = -2 or 2
Find the value(s) of x such that x = -24
If , find the value of a. a = -1/2