This week will focus on identifying a non-linear equation manipulation so it can be solved by any NLE solvers. We will then focus on binding the solution (root) using a systematic trial-and-error method (incremental search) and the solve an NLE using a simplistic interval halving method (bisection method).
This week contains 3 sub-modules topics including:
Expect to take 1.5 hours to go through this week’s content, practice materials and evaluations.
At the end of this week, you will be able to:
Identify a non-linear equation.
Bind the root.
Solve NLE with simple methods.
Go to this week's Learning Activities page for integrated learning approach.