# Coordinate geometry

• Dec 1st 2012, 02:51 AM
Thorpelizts
Coordinate geometry
How to find s?
• Dec 1st 2012, 03:03 AM
MarkFL
Re: Coordinate geometry
Use the fact that all of the sides are of equal length. You can find this length from the two given points.
• Dec 1st 2012, 05:12 AM
Thorpelizts
Re: Coordinate geometry
ITs impossible...you will have 2 unknowns
• Dec 1st 2012, 05:36 AM
Plato
Re: Coordinate geometry
Quote:

Originally Posted by Thorpelizts
ITs impossible...you will have 2 unknowns

Of course, it is not impossible if you know what you are doing.

Here is a start.

Let $\displaystyle S=\left( {s_x ,s_y } \right)$. Then $\displaystyle T$ is the midpoint of the diagonal so:

$\displaystyle T=\left( {\frac{{s_x +9}}{2},\frac{{s_y + 3}}{2}} \right)$ solve for $\displaystyle s_x~\&~s_y$.

Then $\displaystyle \overleftrightarrow {PR} = P + t\overrightarrow {PT}$

Now you do some work.
• Dec 2nd 2012, 04:30 PM
bjhopper
Re: Coordinate geometry
A graphical procedure gives a quick solution.