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Can somebody help me with math?

Go to solution Solved by mansoor_,

to move all the points on the plane up by 16, you need to move your origin x_{0} = [-9.6,4,2.8] up by 16 in the x3 directions, that way all the point on the plane are translated upwards. Obviously the directions vectors do not change otherwise you will be defining a different plane.  

 

 

 

ANS: x_{0} = [-9.6,4,18.8]

where your plane is defined as r =  x_{0} + v_{1}*r +v_{2}*s 

I got this

 

E: -3.6x1+7,2x2-7.2x3=43 

 

This needs to be moved 16 up on the x3 axis. Is there a simple way to do that? 

 

Edit:

 

DSC_0576.JPG

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mathway.com

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mathway.com

 

Either the site can't do it or I am not sure how to enter it.

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Either the site can't do it or I am not sure how to enter it.

idk

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ur lazy m8

 

lazy? I have been sitting in front of this for 2 hours and I have written like 4 pages. 

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ur lazy m8

He isn't asking for people to solve it for him, he wants help -.-

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question is unclear, please rewrite in a readable format.

 

DSC_0576.JPG

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i would help you but well, my gtx970 just arrived so...

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to move all the points on the plane up by 16, you need to move your origin x_{0} = [-9.6,4,2.8] up by 16 in the x3 directions, that way all the point on the plane are translated upwards. Obviously the directions vectors do not change otherwise you will be defining a different plane.  

 

 

 

ANS: x_{0} = [-9.6,4,18.8]

where your plane is defined as r =  x_{0} + v_{1}*r +v_{2}*s 

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to move all the points on the plane up by 16, you need to move your origin x_{0} = [-9.6,4,2.8] up by 16 in the x3 directions, that way all the point on the plane are translated upwards. Obviously the directions vectors do not change otherwise you will be defining a different plane.  

 

 

 

ANS: x_{0} = [-9.6,4,18.8]

 

Thank you!

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