Equation of a Plane Given 3 Points - Example 2, medium
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- Опубліковано 22 гру 2013
- Here we show how to find the equation of a plane in 3D space that goes through 3 specific points. To do this, we will create two vectors in the plane and take their cross product to get a vector that is perpendicular (or normal) to the plane. We can then use one of the three points provided, as well as the normal vector, to write the equation of a plane in space.
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Thank you so much. Your explanation was delivered in a way that wasn't overwhelming and easy to digest. You also explain why we need to the steps needed so mastery over the subject becomes easy.
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Thanks a lot!
Very useful video!
Good explanation.
Your video help me a lot! Btw, may I ask you something? Can we exchange the position of vector while doing cross product which it will be like PR × PQ?
Do you need to use vectors PQ and PR or can you use any vectors from the three points such as PQ and QR
greatly helped. Thank you
Thank you sensei.
Easy catch
Thanks
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Thanks !
thank you
What do you do if one of the points on the normal vector is equal to zero?
Thanks a lott
Great
👍
Is d equal to 0?
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doubtlet.com/calculator/EquationOfPlanePassingThroughThreePoint/
This calculator will help you to find the Equation of a Plane passing through three Points
with steps shown.
You can put different values and get a step-by-step solution.
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is it