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Скачать или смотреть 👉 📐Engineering Drawing MCQ:-08 I Interior Angle of a Pentagon | Polygon Formula Explained

  • MechMind
  • 2025-10-06
  • 233
👉 📐Engineering Drawing MCQ:-08 I Interior Angle of a Pentagon | Polygon Formula Explained
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Описание к видео 👉 📐Engineering Drawing MCQ:-08 I Interior Angle of a Pentagon | Polygon Formula Explained

In this Engineering Drawing MCQ Series, learn how to calculate the interior angle of a regular pentagon using a simple polygon formula.
This concept is important for geometrical constructions and basic drawing principles.

📘 Question:
What is the measure of each interior angle of a regular pentagon?
👉 Correct Answer: 108°

📐 Formula:
Angle=(n-2)×180°/n.
For Pentagon (n = 5):
So, each angle of a regular pentagon = 108°.
Where n = number of sides

💬 Try finding angles of other polygons using this formula!
Comment your answer and don’t forget to Subscribe for more Engineering Drawing MCQs Shorts!










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