web2.0calc
 
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something for positional calculations

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Let $\overline T$ be a line crossing the point $P.$ Let $P'$ be some other point on the 2d plane. Find the equation for the circle that passes through $P, P',$ and is tangent to $\overline T.$

Or just find $\Delta \theta.$ I need this for robotics (for positional driving and stuff)


 Mar 24, 2022

3+0 Answers

 #1
avatar+118609 
+1

It seems like this is only a part of a question.

I know that the gradient of T' is  tan(theta)

so I know that the gradient of OP is  -cot(theta)

 

Which points are fixed?

Can you describe the situation better please?

 Mar 24, 2022
 #2
avatar+5 
+1

Nvm i got it.

KingCuddles314  Mar 24, 2022
 #3
avatar+118609 
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Thanks for your response.

I am still interested in your question. 

I would have liked you to explain it.  So I at least understood the question.

Melody  Mar 24, 2022

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