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How to Measure the Inclination of a Set Square

1.8K views
•
December 3, 2020
by
Ekeeda
YouTube video player
How to Measure the Inclination of a Set Square

TL;DR

To measure the inclination of a 30-60-90 degree set square with the horizontal plane, first draw its projections based on the dimensions provided. In this case, the inclination was found to be 49 degrees by projecting the edges, ensuring the top view formed an isosceles triangle where both legs were equal.

Transcript

hello friends here in this video we are going to see a problem on projection of plane for that here is the question a 30 60 90 degree square has its shortest edge 50 mm long and is in hp the top view of the z square is an isosceles triangle draw its projections measure the inclination of a plane with hp this is a question in front of us first i'll ... Read More

Key Insights

  • 🫵 A 30 60 90 degree square can be projected and its top view and front view can be drawn.
  • 🫵 An isosceles triangle is formed in the top view of the square.
  • 🙃 The inclination of the plane with HP can be measured by projecting and reducing the length of one of the sides of the square.

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Questions & Answers

Q: What is the problem discussed in the video?

The problem involves projecting a 30 60 90 degree square and determining the inclination of the plane with the horizontal plane.

Q: How is the top view of the square drawn?

The top view is drawn by first drawing an XY line and then marking the shortest edge of the square in HP. The angles and dimensions are measured accordingly to complete the top view.

Q: How is the front view of the square obtained?

The front view is obtained by projecting the points of the square onto the XY line. The square is then seen as a line in the front view.

Q: How is the inclination of the plane with HP measured?

The inclination is measured by projecting the side AB of the square and then reducing the length of BC to form an isosceles triangle. The angle between the projected line and the XY line represents the inclination.

Summary & Key Takeaways

  • The video discusses a problem involving the projection of a 30 60 90 degree square.

  • It explains how to draw the top view and front view of the square.

  • The video also demonstrates how to measure the inclination of the plane with the horizontal plane.


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