Ask a New Question

Asked by James

Find a vector perpendicular to the plane containing the given points.

(0,-2,2), (1,2,-3), and (4,0,-1)

My teacher was unable to finish the lesson, but I'd like to know how to solve this problem.
15 years ago

Answers

Answered by Reiny
Use pairs of points to find two different direction vectors in the plane.
eg. (1,4,-5) and (4,2,-3)

Now take the cross product of those two vectors.
You should have learned an algorithm to do that.
15 years ago
Answered by Reiny
My perpendicular vector in simplest form was
[2,17,14]
15 years ago

Related Questions

Find a vector perpendicular to the plane containing the points (0,1,2), (-2,2,4), and (-1,-1,-1) st... Find the perpendicular distance from the plane r.(2i-14j+5k)=10 to the origin. Please help...I ha... Find a vector perpendicular to the plane that contains the points A(1,2,3), B(3,2,1), and C(-1,2,-3)... How to find the perpendicular to the victor space R^k find the perpendicular distance from the corner of the triangle to the opposite side if the side is... How to find the perpendicular line of y=1/3x-2 Find a vector perpendicular ( = normal) to the line 2y = 5-3x in the xy-plane. find the perpendicular distance of point (4,2,-1) from the plane through the point (3,7,-2) (1,-1, 2... find unit vector perpendicular to both a=(2,-3,1) and b=(1,2,-4) Find two vectors perpendicular to both (3, -6, 3) and (-2, 4, 2).
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use