1. Quadrilateral, n=4
2. Icosagon, n=20
3. Triskaidecagon, n=13
4. Octagon, n=8
5. Pentadecagon, n=15

To understand the question, let's analyze each part. The terms given (Quadrilateral, Icosagon, Triskaidecagon, Octagon, Pentadecagon) all refer to different types of polygons, which are shapes with 'n' number of sides. In each case, 'n' represents the number of sides of the polygon.

Quadrilateral : A polygon with 4 sides. Here, 'n' should be 4.

Icosagon : A polygon with 20 sides. Here, 'n' should be 20.

Triskaidecagon : A polygon with 13 sides. Here, 'n' should be 13.

Octagon : A polygon with 8 sides. Here, 'n' should be 8.

Pentadecagon : A polygon with 15 sides. Here, 'n' should be 15.


By examining these definitions, it's clear that 'n' should match the number of sides traditionally associated with each polygon name. The numbers provided (42, 203, 134, 85, 15) do not correspond to the typical number of sides these polygons have. It seems the values may have been part of a different context or perhaps a misinterpretation. In traditional geometry, the values would not align with the definitions of these specific polygons.
If you have further questions or need clarification, feel free to ask!

Answered by SophiaElizab | 2025-07-06