Question

Consider plane P: 4x -y + 2z = 8, line: <x, y, z> = <1+t, -1+2t,...

Consider plane P: 4x -y + 2z = 8, line: <x, y, z> = <1+t, -1+2t, 3t>, and point Q(2,-1,3)

b) Find the perpendicular distance between point Q and plane P

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
1. Consider the plane 4x+y-2z=4 and the line r(t) = < t, -2t, -tt >. a....
1. Consider the plane 4x+y-2z=4 and the line r(t) = < t, -2t, -tt >. a. find the unit normal vector N of the plane. b. as a function of t find the distance between r(t) and the plane. 2. Consider a fruit fly flying a room with velocity v(t) = < -sin(t), cos(t), 1 > a. if the z = 1 + 2(pi) is the room's ceiling, where will the fly hit the ceiling? b. if the temperature in...
show that L: x=-1+t , y=3+2t ,z=-t and the plane P : 2x-xy-2z=-3 are parallel then...
show that L: x=-1+t , y=3+2t ,z=-t and the plane P : 2x-xy-2z=-3 are parallel then find the distance btween them
Consider the lines in space whose parametric equations are as follows line #1 x=2+3t, y=3-t, z=2t...
Consider the lines in space whose parametric equations are as follows line #1 x=2+3t, y=3-t, z=2t line #2 x=6-4s, y=2+s, z=s-1 a Find the point where the lines intersect. b Compute the angle formed between the two lines. c Compute the equation for the plane that contains these two lines
show that L: x=1-2t .y=t .z=-t and the plane P: 6x-3y+3z=1 are parpeudicular then find the...
show that L: x=1-2t .y=t .z=-t and the plane P: 6x-3y+3z=1 are parpeudicular then find the point of intersect
Find the point at which the line intersects the given plane. x = -t+8 , y=...
Find the point at which the line intersects the given plane. x = -t+8 , y= 2t-2, z=6 Plane: x-4y=-6
find the distance between the point (-1,3,5) and the line given by x=5+t, y=3-2t, and z=1-t
find the distance between the point (-1,3,5) and the line given by x=5+t, y=3-2t, and z=1-t
Consider the line L with parametric equations x = 5t − 2, y = −t +...
Consider the line L with parametric equations x = 5t − 2, y = −t + 4, z= 2t + 5. Consider the plane P given by the equation x+3y−z=6. (a) Explain why the line L is parallel to P b) Find the distance from L to P .
Find the line determined by the intersecting lines. L1: x=-1+3t y=2+t z=1-2t L2: x=1-4s y=1+2s z=2-2s
Find the line determined by the intersecting lines. L1: x=-1+3t y=2+t z=1-2t L2: x=1-4s y=1+2s z=2-2s
Decide whether the given line and plane intersect or not. If yes, find the point of...
Decide whether the given line and plane intersect or not. If yes, find the point of intersection. plane : 4x−5y+2z=−34x−5y+2z=−3 line : <−2t,−1+3t,2+4t>
find the parametric equation of the line passing through the point (1,7,2), parallel to the plane...
find the parametric equation of the line passing through the point (1,7,2), parallel to the plane x+y+z=2 and perpendicular to the line x=2t, y=(3t+5)2, and z=(4t-1)/3
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT