Finding Parametric Equations Through a Point and Perpendicular to a Plane

This video shows how to find parametric equations passing through a point and perpendicular to another plane.

[guy]

Thanks again for putting in the time to make these videos. You've saved me a lot of headache and frustration trying to figure this stuff out on my own.

[smurfolissicus]

People like you gives us faith in humanity!

[rustinonthevine]

Thank you so much! I couldn't find an example like this in my book or previous tests.

[Cricket_lovers]

Hey steve, the line is perpendicular it means the there will opposite signs?

[mauriciofranco]

Helped with one of my open-note exam problems. Found it great since I was able to understand the concept and what the question was asking for through the steps.

[fahimjan]

wow i barley comment on math videos even if useful. but wow this was extremley clear and brief. 3 years from the future

[Aaron-lrgw]

Thank you Steve. Great and brief explanation. I appreciate it.

[charlottelim]

hello, for a question like this, do we need to care about the perpendicular distance from origin O to plane, 12? if not, in what scenarios would we need to take the distance d into consideration?

[saturnryburn]

thank you so much for this it really helped me with my pre cal :))

[nikojames]

thanks for the video, very straight to the point! Why dont we do anything with the 12?

[davidleintz]

Hello. The logic here makes sense! However, when I plot these two objects on Maple, they aren't perpendicular. What's up with that?

[aimisabrina]

Hye, can i ask, is it the same ways as the parallel one?