Answer:
![\mathrm{Sum\:of\:Exterior\:Angle\:\\e \:Interior\:Angle}\:\\\\132^\circ\\e135^\circ](https://img.qammunity.org/2021/formulas/mathematics/college/tgojjtunihp7xe9fixahu98ygrmcay30bj.png)
Explanation:
The exterior angle two figures on the left (hexagon and pentagon) sums up to
. The interior angle of figure on the right must be equal to this sum to fit in. The interior angle of an octagon is
.
So, it is not possible to fit the octagon in the combination of other two tiles.
Regards: Umer