Intersection of Two Planes in a Line Vector

Intersection of Two Plane in Three Dimension
#Vectors_Intersection_Planes #vectors_lines_Planes #Vectors_MCV4U #anilkumarmath #globalmathinstitute

[dishateotia]

The way you explains everything very calmly is what I'm so thankful for sir . why the heck my teacher teaches at the speed of rajdhani express !

[karencovey]

Thank you Anil. You explain things so clearly. I am teaching myself Linear Algebra and had struggled with two different books and different examples. Then your video sorted it all out! You are a good teacher. Karen

[rishavkumar]

You teach in a simple way.
Keep up and upload more videos please.

[great]

you are the best one that explains this the other youtubers make it complicated for nothing but you !! even explain the small details thanks so

[sumitgarg]

By this method, we need not to find cross product of normal of planes and it is very easy.
Excellent sirji☺

[_sf_editz]

Everybody likes YouTube teachers than Institute teachers because they teach for ranks they teach for passion

[divyeonline]

Actually there is no need of introducing New parameter we can say z=z and find all variable in terms of z

[حسينالعالمي-تز]

I am watching from iraq and thank you very match for you 🌹🌹🌹

[ritankardas]

Sir we can also find the direction vector simply by finding the cross product of the normal vectors of the planes
Is it true??, sir

[hentai]

Indians have always helped me when no one else would.

[Ppooh]

Can i say x= 32/9 - 2/3t
Y=t
Z= 4/3 + 2/3t
Is this right?
I made x the subject and substitute in the other equation then made a variable a subject in which another variable was made t. Is this approach fine?

[deepakdiwakar]

Sir this question plzzzz .The line of intersection of planes x+y-3z-3=0 and x-y+z-5=0 is

[Tanu]

Sir I used the same method to find the eqn. of line of intersection between 2x+3y+2z=6 and 4x-3y+z=11 but the answer is not matching, I got the eqn as (0, -16/9, 17/3) + s(3, 1, -9), can u plzz verify sir is my answer wrong or not. Thankz for the effort again😊.

[RiteshSingh-lpnx]

Sir what will be the equation of intersection in terms of x, y, z??

[bonelesspizza]

why are you able to consider z to be a parametric variable? can you always choose/assume one of the variables to be a parametric variable? why are you allowed to substitute z for t?

[GauravSharma-yxki]

Can't we solve this using calculator?