Answer:
6'55"
Step-by-step explanation:
For any polygon irrespective of the number of sides of the polygon, the exterior angles add upto 360 degrees.
To find out each exterior angle:
No of sides of the polygon = 52
No of exterior angles of the polygon = 52
Total angles =360
Hence each interior angle =[tex]\frac{360}{52} =6.923[/tex]
i.e. each exterior angle = 6 degrees and 55 minutes.
