**Solved Find An Equation Of A Plane Containing The Line R**

Find an equation of a plane containing the line r=<-2,4,3>+t<-10,4,-2> which is parallel to the plane -2x-4y+3z=-11 in which the coefficient of x is -2.... Show transcribed image text (1 point) Find an equation of a plane containing the line r = ã€ˆ3,-4,-1) + t ã€ˆ7,-8, 4ã€‰ which is parallel to the plane 4x + 4y + z =-10

**Find an equation for the plane containing the points A(04**

4/02/2008Â Â· Best Answer: Find the equation of a plane containing the point P(7, 0, 1) and the line x = 7 + 7t, y = 3 - t, z = 2t. _____ The directional vector v, of the line can be taken from the coefficients of â€¦...Equations of Lines in Space. We have seen that one equation of the form A . X = h defines a line in the plane or a plane in 3-space. In each case, we can motivate this informally by saying that the space of solutions has dimension one less than the dimension of the containing space.

**Find the equation of a plane containing the point (7 0 1**

Show transcribed image text (1 point) Find an equation of a plane containing the line r = ã€ˆ3,-4,-1) + t ã€ˆ7,-8, 4ã€‰ which is parallel to the plane 4x + 4y + z =-10 how to get rid of winsetup files Let be the line through the point and parallel to the vector and let be a point not on . Find a Cartesian equation for the plane which passes through and entirely contains .. How to find initial velocity in projectile motion

## How To Find A Plane Containing A Line

### Find an equation of a plane containing the line r=%3C-24

- Find a vector perpendicular to the plane that contains the
- Find the equation of the plane containing both the point
- Equation of plane through point P containing line L
- Find a vector perpendicular to the plane that contains the

## How To Find A Plane Containing A Line

### 15/06/2011Â Â· Finding the equation of a parallel plane, and the equation of a plane containing a point and a line.

- Show transcribed image text (1 point) Find an equation of a plane containing the line r = ã€ˆ3,-4,-1) + t ã€ˆ7,-8, 4ã€‰ which is parallel to the plane 4x + 4y + z =-10
- (717, #31) Find an equation of the plane that passes through the point ( 1, 6, -4 ) and contains the line x = 1 + 2t, y = 2 - 3t, z = 3 - t. Solution: The points ( 1, 6, -4 ) and ( 1, 2, 3 ) are on the plane. Setting t = 1, we get another point ( 3, -1, 2 ) which is also on the plane. Let a
- 6/01/2005Â Â· Determining the plane which contains both is now just a matter of picking two arbitrary points a, b on L_1, and an arbitrary point c on L_2, and forming the differences a - b and a - c. Then (a - b) x (a - c) will yield a normal to the plane, etc. (There are many variations of the last step, of course).
- Find the equation of the plane containing both the point (2, 0, 3) and the line given in vector...

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