Hello!

Q: The complex number w is represented by the point of intersection of the loci |z -8 -6i| = 5 and arg(z -4 -3i) = 2$\displaystyle \alpha$, where $\displaystyle \alpha$ = $\displaystyle \arctan$ (0.75). Find w, in the form x + iy, giving the exact decimal values of x and y.

Thank you for helping!