Consider a planer quad in 3d (for simplicity, you can assume it is the unit square). Which of the following sentences about the barycentric coordinates of a given point P inside the quad is correct? It is not possible to find any barycentric coordinates for P. There is a unique barycentric coordinates for P. There are two different barycentric coordinates for P. There are infinite many barycentric coordinates for P.

C++ Programming: From Problem Analysis to Program Design
8th Edition
ISBN:9781337102087
Author:D. S. Malik
Publisher:D. S. Malik
Chapter8: Arrays And Strings
Section: Chapter Questions
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Consider a planer quad in 3d (for simplicity, you can assume it is the unit square).
Which of the following sentences about the barycentric coordinates of a given point
P inside the quad is correct?
It is not possible to find any barycentric coordinates for P.
There is a unique barycentric coordinates for P.
There are two different barycentric coordinates for P.
There are infinite many barycentric coordinates for P.
Transcribed Image Text:Consider a planer quad in 3d (for simplicity, you can assume it is the unit square). Which of the following sentences about the barycentric coordinates of a given point P inside the quad is correct? It is not possible to find any barycentric coordinates for P. There is a unique barycentric coordinates for P. There are two different barycentric coordinates for P. There are infinite many barycentric coordinates for P.
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