Let's try and get 1,000,000 replies to this post

The "why" isn't the problem. Sound changes happen all the time, and they're based on increasing dominance of dialects due to a number of possible historical factors. The loss of dental fricatives in German (except for voiceless s, obviously) occurred somewhere between the 6th and 8th centuries in what we can observe as the written Old High German language. This was the time of Frankish and Catholic dominance, and the increasing impact of Latin in Germanic territories. Since Latin does not have these dental fricatives, this got lost in the occurring sound change. Thus, the th-stopping occurs in German, Dutch and Friesian today. If you look at the Germanic languages that retained the dental fricatives in question, you can see that it's the Scandinavian languages and English - both outside of the Frankish sphere and thus isolated from the Latin impact in the time of the sound change. By the time Catholicism did arise there and Latin entered every-day life there, the English and Scandinavian languages already got so fixated that it had little impact on them. It's interesting to note however, that Swedish did lose those sounds, but honestly, I don't know when that happened.

By "why" I meant "what historical factors contributed to it", and I got my answer.

There was talk of dental fricatives possibly disappearing from English in the near future, due to to migrant influence. Many parts of England don't really produce that sound anyway, they go for th-fronting.
 
There was talk of dental fricatives possibly disappearing from English in the near future, due to to migrant influence.

I heard about that. The same is said about the voiceless palatal fricative in German (e.g. ich) thanks to the Turks and Arabs. Here again though, a lot of German dialects don't produce it either.
 
Final rapid chess game just started, Carlsen with white. Carlsen is up 2,0-1,0 after winning rapid game #3. with the black pieces. And finally, Karjakin answers 1.e4 with a Sicilian rather than a Spanish.
 
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My moves are so bad I usually spot the mistake by immediately being forked or something like that. ;)
 
My worst in recent times was while playing my brother. I had prepared an absolutely crushing queen move. Playing as white, I planned that on my next move I would move my queen to g4, pointing directly towards his king, hoping to force checkmate in a few moves. I overlooked that the pawn move he was doing while I was thinking, opened up for his bishop on c8 :facepalm:
 
Oh, and I'll correct myself. If he takes with the pawn, the king can of course not move to h6 ... because the pawn is there. So Rxh7 is checkmate. I have my excuses ready; it is late, and I've been drinking a celebratory dram.
 
My worst in recent times was while playing my brother. I had prepared an absolutely crushing queen move. Playing as white, I planned that on my next move I would move my queen to g4, pointing directly towards his king, hoping to force checkmate in a few moves. I overlooked that the pawn move he was doing while I was thinking, opened up for his bishop on c8 :facepalm:

Very shady sort of move, that.
 
Oh, and I'll correct myself. If he takes with the pawn, the king can of course not move to h6 ... because the pawn is there. So Rxh7 is checkmate. I have my excuses ready; it is late, and I've been drinking a celebratory dram.
See, neither of us knows what we're talking about. Time for bed.
 
3x+7y=36

Can somebody explain to me in pre-school terms how to solve this?

There are many, many possible solutions to this, especially if x and y are not limited to positive integers. For instance, x = 5 and y = 3. Or x= 8/3 and y = 4. Or x = 19 and y = -3.

If x and y must be positive integers, then (7y) must be a number such that when you subtract it from 36, the result is divisible by 3. Which, since 36 is divisible by 3, means that (7y) must also be divisible by 3, which leaves you with y=3 as the only answer. 36 - 21 = 15, so x would have to be 5.

UPDATE/EDIT: Just realized this was answered already. Whoops, hadn't made sure I was on the latest page.
 
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