The Altera Centauri collection has been brought up to date by Darsnan. It comprises every decent scenario he's been able to find anywhere on the web, going back over 20 years.
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Call To Power 2 Cradle 3+ mod in progress: https://apolyton.net/forum/other-games/call-to-power-2/ctp2-creation/9437883-making-cradle-3-fully-compatible-with-the-apolyton-edition
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someone should help b etor with her geometry homework
I think the congruences of AEC and BCE, along with BA and CE, are enough to prove that ECBA is a regular trapezoid and EC and AB are parallel.
But it depends on how much geometry you've studied and how much your class already "knows." I got in trouble all the time back when I did geometry for using theorems that we hadn't proved yet in my proofs.
"You're the biggest user of hindsight that I've ever known. Your favorite team, in any sport, is the one that just won. If you were a woman, you'd likely be a slut." - Slowwhand, to Imran
Originally posted by Jaguar
Oh, as for the other one:
I think the congruences of AEC and BCE, along with BA and CE, are enough to prove that ECBA is a regular trapezoid and EC and AB are parallel.
But it depends on how much geometry you've studied and how much your class already "knows." I got in trouble all the time back when I did geometry for using theorems that we hadn't proved yet in my proofs.
i haven't the slightest idea of what we've studied. i just know we're on 6-5 in our books. so i'll go with that.
i like alg2/trig MUCH better. we get like no homework in that class.
Originally posted by Jaguar
ADB is an isosceles triangle.
Angles DAB and DBA are congruent
AE and DB are two parallel lines with a transversal DA
Therefore angle ADB is congruent to angle EAD
DA and CB are two parallel lines with a transversal DB
Therefore angle ADB is congruent to angle DBC
Angles EAD and DBC are congruent by the transitive property.
BC and AE are congruent (given)
AD and BD are congruent (given)
Therefore triangles EAD and CBD are congruent by side-angle-side.
DE and DC are congruent by corresponding parts of congruent triangles.
Triangle EDC is isosceles, so angles DCE and DEC are congruent.
Angles DCB and DEA are congruent by corresponding parts of congruent triangles.
DCB - DCE and DEA - DEC are congruent -> ECB and CEA are congruent.
EA and CB are congruent (given)
EC and CE are congruent
Therefore triangles ECB and CEA are congruent by side angle side.
Therefore AC and BE are congruent, QED.
I'm watching episodes of Scrubs right now, but I'll start on the other one at the next commercial break.
This ****er beat me to it. Though it is sad how much of this stuff I remember dispit 14 years of ignoring geometry.
edit: I screwed that up. Yeah 10th grade sounds about right. I think I took geometry in the 9th grade. It was a real tough year for me. But I managed to get all A's.
Oerdin, that hug will land you in prison. And not one of those nice places where you join a gang and go for all the race wars, but more like the one where you are the one getting molested every day, all day long, and at all times.
In da butt.
"Do not worry if others do not understand you. Instead worry if you do not understand others." - Confucius
THE UNDEFEATED SUPERCITIZEN w:4 t:2 l:1 (DON'T ASK!)
"God is dead" - Nietzsche. "Nietzsche is dead" - God.
THEY!!111 OMG WTF LOL LET DA NOMADS AND TEH S3D3NTARY PEOPLA BOTH MAEK BITER AXP3REINCES
AND TEH GRAAT SINS OF THERE [DOCTRINAL] INOVATIONS BQU3ATH3D SMAL
AND!!1!11!!! LOL JUST IN CAES A DISPUTANT CALS U 2 DISPUT3 ABOUT THEYRE CLAMES
DO NOT THAN DISPUT3 ON THEM 3XCAPT BY WAY OF AN 3XTARNAL DISPUTA!!!!11!! WTF
Originally posted by Pekka
Oerdin, that hug will land you in prison. And not one of those nice places where you join a gang and go for all the race wars, but more like the one where you are the one getting molested every day, all day long, and at all times.
hugs are okay. though I don't think I'd risk it. I'm wary about hugging my coworkers.
Just make sure to keep your hands above the waistline.
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