- #1
hkus10
- 50
- 0
1) Find a vector equation for the plane in R3(3D) with scalar equation 2x − 3y + z = 5 .
First,I find three points on the plane and then I used one point as a fixed point in order to find two vectors on the plane by using two other points. Then, I tried to test whether the two vectors are perpendicular to the normal vector of this plane by using cross product. However, I do not get the right normal vector by using my two vectors on the plane?
My question is that whether my approach is wrong? If yes, what should I do?
First,I find three points on the plane and then I used one point as a fixed point in order to find two vectors on the plane by using two other points. Then, I tried to test whether the two vectors are perpendicular to the normal vector of this plane by using cross product. However, I do not get the right normal vector by using my two vectors on the plane?
My question is that whether my approach is wrong? If yes, what should I do?
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