Posted by **Grace** on Wednesday, January 18, 2012 at 8:02pm.

Given the plane 3x+2y+5z=54 and the points P0(6, 8, 4)[on plane] and P1(13, 18, 5) [not on plane]

A. Find vector n, a vector normal to the plane

B. Find vector v from P0 to P1

C. Find the angle between vector n and vector v

D. Find p, the scalar projection of vector v on vector n

## Answer This Question

## Related Questions

- Math - Equations of plane(check) - Consider the plane that contains points A(2,...
- Math - Equations of plane(check) - Consider the plane that contains points A(2,3...
- Precalc - At the point were a line intersects a plane [with the equation (24x+...
- Physics - An air traffic controller observes two airplanes approaching the ...
- Vactors 12 - Let A and B be any two points on the plane and O be the origin. ...
- Math - How do i find the length of a projection of a vector A=3x+y+2z on the xy ...
- Precalc - Assume that points A(5, 10, 1), B(6, 3, 6), and C(12, 1, 4) are on a ...
- Precalc - Assume that points A(5, 10, 1), B(6, 3, 6), and C(12, 1, 4) are on a ...
- Physics - You are given vectors A = 5.0i - 6.5j & B = -3.5i + 7.0j. A third ...
- Math - The vector a1=(1,1,0) and a2=(1,1,1) span plane in R^3. Find the ...

More Related Questions