Find the plane containing the points Z, S, and Y. Which statement is true? https://dlap.gradpoint.com/Resz/~0.nhXSdvEsokUKwuFB.5r8PBsiSRwOpIjwVmAOH17-BtE07y_YJ6tWhcxHNFoI/11335527,A01,111,0,0,0,0/Assets/testitemimages/geometry_a/tools_of_geometry/mc058-1.jpg Point U is coplanar with points Z, S, and Y. Point C is noncoplanar with points Z, S, and Y. Point X is coplanar with points Z, S, and Y. Point V is coplanar with points Z, S, and Y. help please
Welcome to QuestionCove!! Coplanar means 'in the same plane' Which three points are all in the same plane? (the rectangular plane)
z and s and y
Good! Now to answer your question, can you list 4 points that are all in the same plane?
you dont see the question at the top
The whole orange rectangle is a plane. The whole pink rectangle is a plane There are 3 points that are on both planes because the two planes intersect.
i dont get it do you know the answer i need help
You almost have the answer. Work with me. Can you give me 4 points which all fall in one plane? The rectangle is a plane.
v and x and y and u i think im not good at it
That's good! That means v is coplanar to x, y, and u. Can you list 4 other points that are on the orange plane?
ok z and s and c so is this going to answer my question
x and y are also on the orange plane!
so now look at all your answer choices, which one says that 4 of those 5 points we listed are on the same plane? i.e. those points are coplanar @lovetearia
ok im looking
the answer is c
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