The project is about a relatively simple geometry problem.
What I require is a *detailed* proof that:
For every circle at (X0 , 0) and with X0 always greater than r, there is a circle at (0,Y0(φ)) with a radius R(φ) that intersects the first circle *perpendicularly* at point (x',y'), for any angle φ, and always lands perpendicularly on the Y axis.
Note that the first circle always has its center on the X axis and the second circle always has its center on the Y axis.
Feel free to contact me for any clarifications before bidding.
Hi please contact me to dsicuss more on your project.
I can help you for sure.
I have expertise in mathematics.
My watsapp number is +919492750383
Thanks
waitiing for your reply
Greetings! I am a professional in Finance and practising chartered accountant, I would love to work on this project. This project is a tailor made for me and I don't want this wonderful opportunity to leave me for any reason. My bright career in accountancy and experience in audit of financial statements have enlightened my knowledge further. I am now looking forward to discuss this project in detail and start asap. Regards