I have a rectangle, A, of known size, that starts aligned to the x/y axes, and can rotate around its centre point.
For any given angle of rotation, I need to determine the maximum dimensions of a second rectangle, B, that:
- is inscribed inside A
- has a different porportion than A, the propotion of B (Proportion of A not equal to Proportion of B)
- maintains alignment to the x/y axes
So, here A (the black rectangle) has been rotated through 30 degrees (the red rectangle). How do I determine the maximum size of B (the blue rectangle)?
Thanks for any help