Asked by Miyako
Hello ^___^
Please help me! Thank you very very much!
Determine if the planes are parallel.
[x,y,z] = [1,2,2] + s[0,-1,0] + t[0,0,1]
[x,y,z] = [1,0,-3] + s[0,0,1] + t[-1,0,0]
thank you ^__^Y
Please help me! Thank you very very much!
Determine if the planes are parallel.
[x,y,z] = [1,2,2] + s[0,-1,0] + t[0,0,1]
[x,y,z] = [1,0,-3] + s[0,0,1] + t[-1,0,0]
thank you ^__^Y
Answers
Answered by
Reiny
Find a normal to the first plane, and a normal to the second plane.
If the two normals are scalar multiples of each other, then the planes are parallel.
or
try to find their intersection, if you can find a solution, then they are obviously not parallel
If the two normals are scalar multiples of each other, then the planes are parallel.
or
try to find their intersection, if you can find a solution, then they are obviously not parallel
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