Find a nonzero vector normal to the plane z-4(x-4)=-4(5-y).
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Find a nonzero vector normal to the plane z-4(x-4)=-4(5-y).

[From: ] [author: ] [Date: 12-08-13] [Hit: ]
Thanks for the help in advance!-I think the answer you have is right. Its the normal vector by the way.There are actually infinitely many answers to this. is another answer. Also .......
I rewrote it as 36=4y-z+4x to find the normal and got the normal vector (or the gradient?) [4, 4, -1] but that isn't the right answer. I'm not sure what to do. Thanks for the help in advance!

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I think the answer you have is right. It's the normal vector by the way.
There are actually infinitely many answers to this. <-4, -4, 1> is another answer. Also <1, 1, -1/4>.
But the answer you have is fine.

Hope this helps.
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keywords: to,the,nonzero,vector,normal,plane,Find,Find a nonzero vector normal to the plane z-4(x-4)=-4(5-y).
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