SUMMARY
This discussion focuses on implementing Newton's Method in Mathcad for the function x^3-5*x^2+3*x+4, with a root located between 0 and 3 and a tolerance of 0.00001. The user encountered a "This value must be a scalar" error due to unnecessary assignments in their code. The solution involved removing the assignments for g(x) and dg(x), allowing Mathcad to correctly interpret f(x) and df(x). Additionally, the user sought guidance on implementing Boolean OR in Mathcad, discovering that the V symbol serves this function.
PREREQUISITES
- Familiarity with Newton's Method for root-finding
- Basic understanding of Mathcad 11.2 syntax and functions
- Experience with mathematical programming in Matlab
- Knowledge of Boolean logic and operators
NEXT STEPS
- Explore Mathcad's function definitions and variable assignments
- Learn about error handling in Mathcad programming
- Research Boolean operators in Mathcad, focusing on logical expressions
- Investigate advanced features of Mathcad for iterative methods
USEFUL FOR
Students, educators, and professionals working with numerical methods in Mathcad, particularly those transitioning from Matlab or seeking to enhance their programming skills in Mathcad.