Your problem statement says that the determinant of your matrix is zero.flatty said:Homework Statement
| x 0 c|
| -1 x b| = 0
| 0 -1 a|
Homework Equations
The Attempt at a Solution
As best as I can tell I would end up with x * (xa - (-1b)) and -1c and then I would end up with Ax^2 + BX + C which leaves me confused am I looking at a quadratic equation for the answer or is there a way to get numerical values out of it?
A matrix problem is a mathematical problem that involves manipulating and solving equations using matrices, which are rectangular arrays of numbers or variables.
To solve a matrix problem, you need to use various matrix operations such as addition, subtraction, multiplication, and inversion. These operations allow you to manipulate the equations to find the values of the variables.
The remaining equation in a matrix problem is the equation that has not been solved yet. It typically contains one or more variables that need to be solved for using the given information and matrix operations.
The value(s) for x in a matrix problem can be found by first solving the remaining equation using matrix operations. Once the remaining equation is solved, the value(s) for x can be determined by plugging in the solved values for the variables in the original equations.
Some common strategies for solving matrix problems include using the elimination method, the substitution method, or the Gaussian elimination method. It is also important to carefully organize the equations and keep track of the matrix operations being used.