How To Find The Equation of a Plane Given a Point and Perpendicular Normal Vector
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- Опубликовано: 3 дек 2019
- This Calculus 3 video tutorial explains how to find the equation of a plane given a point on the plane and the perpendicular vector to the plane which is also known as the normal vector.
Area - Vector Cross Product: • Area of a Parallelogra...
Triple Scalar Product:
• Volume of a Parallelep...
Vector Equations of Lines:
• How To Find The Vector...
The Equation of a Plane:
• How To Find The Equati...
Planar Equation - 3 Points:
• How To Find The Equati...
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Lines & Planes - Intersection:
• How To Find The Point ...
Angle Between Two Planes:
• How To Find The Angle ...
Distance Between Point and Plane:
• How To Find The Distan...
Chain Rule - Partial Derivatives:
• Chain Rule With Partia...
Implicit Partial Differentiation:
• Implicit Differentiati...
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Directional Derivatives:
• How To Find The Direct...
Limits of Multivariable Functions:
• Limits of Multivariabl...
Double Integrals:
• Double Integrals
Local Extrema & Critical Points:
• Local Extrema, Critica...
Absolute Extrema - Max & Min:
• Absolute Maximum and M...
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Hey OCT, for the second question there was a slight mistake: The final answer is 2x - 7y + 5z = -53 (not 53).
A little mistake you made there tutor. The final answer to the second question is 2x - 7y + 5z = -53
you made an error at the end, the final answer should be 2x-7y+sz= -53
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You made an error at the end, it should be -53 after the equal sign.
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Professor Organic Chemistry Tutor, thank you for another exceptional video/lecture on How to Find the Equation of a Plane Given a Point and Perpendicular Normal Vector in Calculus Three. Thanks to the great viewers for finding and correcting the small error at the end of this video.
Yes! A timely upload! I was gonna have a final (part of it) tomorrow on this, but it got bumped to Monday.
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