Custom Math Program for TI Inspire CX 2 -- 2
Budget: $10 – $50 USD
I'm in need of a custom program for my TI Inspire CX 2 that can handle multivariable calculus problems. I've attached the specific questions that this program should be able to solve, along with the interface design. The main tasks include:
- Answering multivariable calculus questions: The program should be able to solve problems including partial derivatives, gradient and directional derivative, double and triple integrals, conversion from iterated integral to polar coordinates, and others.
- Interface design: User interaction should be minimal. The program should provide a straightforward interface where I can input the numbers and get the correct answer. It should be designed with usability in mind.
Ideal candidate should have:
- Proficiency in Python and experience with the TI Inspire CX 2
- Strong mathematical background, particularly in multivariable calculus
- Prior experience in creating custom math programs for calculators
- Ability to create a user-friendly interface for the program
The program should be able to handle the conversion from iterated integral to cylindrical coordinates, spherical coordinates, and polar coordinates as well.
- Answering multivariable calculus questions: The program should be able to solve problems including partial derivatives, gradient and directional derivative, double and triple integrals, conversion from iterated integral to polar coordinates, and others.
- Interface design: User interaction should be minimal. The program should provide a straightforward interface where I can input the numbers and get the correct answer. It should be designed with usability in mind.
Ideal candidate should have:
- Proficiency in Python and experience with the TI Inspire CX 2
- Strong mathematical background, particularly in multivariable calculus
- Prior experience in creating custom math programs for calculators
- Ability to create a user-friendly interface for the program
The program should be able to handle the conversion from iterated integral to cylindrical coordinates, spherical coordinates, and polar coordinates as well.