Bisection and Newton's method let you find solutions to an equation of the form F(x) = 0. Gaussian elimination lets you find the solution to a system of linear equations of the following form:
For example, consider the following equations where n is 2:
The solution to these equations includes the values for x1 and x2 that make both of the equations true. In this example, you can plug in the values x1 = -1 and x2 = 4 to verify that those values form a solution.
This problem asks you to use Gaussian elimination to solve ...
