Date: Sun, 4 Jan 2015 00:23:03 -0800 (PST)
From: ravas <ravas@outlook.com>
To: lojban-beginners@googlegroups.com
Message-Id: <5c0f1cb6-ace3-4d34-86fb-ea7857a5221e@googlegroups.com>
Subject: [lojban-beginners] perpendicular
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I want to be able to say:

Line "a" is perpendicular with line "b".

Create a line that is perpendicular with line "k" and includes point "C".

The radical line of two circles is perpendicular with the line that 
includes their centers.

----

The only thing I found related to perpendicular was kurfa.
What is a practical example for kurfa's place structure?
In what order do we list the vertices in x2?

kurfa
x1 is a right-angled shape/form defined by set of vertices x2, dimensions 
x3 (default 2).


----

For geometric construction, my opening suggestion would be:

x1 (line) defines four equal angles (is perpendicular) with line x2 and 
includes point(s) x3 and intersects "x2" at x4

This is similar to panra (if panra can accept lines for x1 and x2, and a 
point (or points) for x3).

panra
x1 parallels x2 differing only in property x3 (ka; jo'u/fa'u term) by 
standard/geometry x4.

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<div dir=3D"ltr"><span style=3D"font-family: verdana,sans-serif;">I want to=
 be able to say:<br><br>Line "a" is perpendicular with line "b".<br><br>Cre=
ate a line that is perpendicular with line "k" and includes point "C".<br><=
br>The radical line of two circles is perpendicular with the line that incl=
udes their centers.<br><br>----<br><br>The only thing I found related to pe=
rpendicular was kurfa.<br>What is a practical example for kurfa's place str=
ucture?<br>In what order do we list the vertices in x2?<br><br></span><bloc=
kquote><span style=3D"font-family: verdana,sans-serif;">kurfa</span><br><sp=
an style=3D"font-family: verdana,sans-serif;">x1 is a right-angled shape/fo=
rm defined by set of vertices x2, dimensions x3 (default 2).</span><br><spa=
n style=3D"font-family: verdana,sans-serif;"></span></blockquote><span styl=
e=3D"font-family: verdana,sans-serif;"><br>----<br><br>For geometric constr=
uction, my opening suggestion would be:<br><br>x1 (line) defines four equal=
 angles (is perpendicular) with line x2 and includes point(s) x3 and inters=
ects "x2" at x4<br><br>This is similar to panra (if panra can accept lines =
for x1 and x2, and a point (or points) for x3).<br><br></span><blockquote><=
span style=3D"font-family: verdana,sans-serif;">panra</span><br><span style=
=3D"font-family: verdana,sans-serif;">x1 parallels x2 differing only in pro=
perty x3 (ka; jo'u/fa'u term) by standard/geometry x4.</span><br></blockquo=
te></div>

<p></p>

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