Wow (read only if you're interested in maths)

Cornersteady replied on 25/07/2018 21:19

Posted on 25/07/2018 21:19

Warning stop now if you don't like maths

Even now I am at times amazed by a new to me maths theorem that I haven't seen before.

Draw any three different size circle that do not over lap. Draw tangents joining each circle. The intersection points of the three pairs of tangents all meet in a straight line. WOW

Rocky 2 buckets replied on 26/07/2018 15:11

Posted on 26/07/2018 14:39 by Wherenext

Lots of interesting questions on here. Now it's infinity.

Where will it end?smile

Posted on 26/07/2018 15:11

Buzz knows👍🏻-

Cornersteady replied on 26/07/2018 15:15

Posted on 26/07/2018 12:17 by mickysf

I wonder if some interesting theorem is out there if taken into the 3rd of possibly 4th dimension.wink

I remember 'messing about' with Möbius loops in maths lessons introducting double or triple twists etc.and cutting along length having attempting to predict outcomes. Those always fascinated me and I never managed to understand the results which baffled me.

Posted on 26/07/2018 15:15

yes still do that mobius loop if the class is capable of using scissors with too much harm or haircuttingsmile

(A mobius bottle is easily made, get a strip of paper make a loop but before you stick the ends together twist one end by half a turn. You now have a shape with only one edge and one side, try cutting it in half along the strip and if that doesn't make you chuckle try why did the chicken cross the Mobius strip)

 

Kennine replied on 26/07/2018 16:51

Posted on 26/07/2018 11:01 by Cornersteady

thanks for all the replies, I got this last night in the form of a question last night, what's the probability of drawing three circles and.....

It's one of those questions that you immediately think that can't be true, but then can it? Guess who sadly drew out some examples? embarassed

Found out last night that you can use the same idea with 3D spheres (football, tennis, and table tennis balls) and tangent cones, a very easy to follow proof is here.

 

so... a caravan (club site naturally) has an infinite number of pitches and they are all taken, after 12 an outfit turns up, what happens?

 

Posted on 26/07/2018 16:51

so... a caravan (club site naturally) has an infinite number of pitches and they are all taken, after 12 an outfit turns up, what happens?.

------------------------------------------------------------

 

 

The guy at reception tells that outfit to "go away" or words to that effect laughinglaughinglaughing

OR --

He insists that those leaving site do the right thing and leave before 12.00 laughinglaughinglaughing

wink

 

redface replied on 26/07/2018 19:15

Posted on 26/07/2018 19:15

Corners found tangents, circles and straight lines?

Something does not add up there!laughing

SteveL replied on 26/07/2018 22:26

Posted on 26/07/2018 22:26

I lost the will to live with math, when our pure maths teacher apparently proved a circle had its centre outside of itself.🤔

Tinwheeler replied on 26/07/2018 22:45

Posted on 26/07/2018 19:15 by redface

Corners found tangents, circles and straight lines?

Something does not add up there!laughing

Posted on 26/07/2018 22:45

The Compleat Angler?😀

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