Thanks for mentioning me, and more importantly thanks for questioning, which is quite important in a time when everyone accuses everyone else of publishing "fake news". As with any knowledge,

The notion that the body is a "finely tuned machine" hasn't exactly left us from classical antiquity. The vertebral column is perhaps another quirk of recently bipedal humans. It works better

Interesting photographs! Thanks for sharing.

I like your style. This is a humorous poem and the use of Scots makes it seem unique.

For me, it's younger children (Year 1 through Year 6), then first year university students, then older high school. The middle years students tend to be hit or miss, until they realize that they need you

This is a very good post. I admire those who can explain essential mathematics to the very young. It's a talent I admittedly have never developed. I must admit that I envy those who can do it.

Nice work everyone. Reading your posts makes me want to become a better blogger. And together we'll bring more STEM knowledge to the masses of steemit.

It was originally supposed to be decomissioned in 2013, but stayed until 2018. Anyhow the Tiangong-2 was launched in 2016.

Thanks for dropping by my blog! And thanks for actually taking the time to ask questions, even if it was a hoax post. This is a very interesting post. It's been a while since I heard about Prim's Algorithm.

This post was an April Fool's Joke generated by mathgen, although I did add in some real references to make it look real. If you noticed, the last thing that I cited was "Wenn ist das Nunstück git

I've been browsing your photos and see some really interesting scenes of England. I've never been there, but your pictures have piqued my curiosity. Good work.

I think I edited it 1 or 2 hours after the original post, because I forgot to put it in. Sorry if that threw you off.

I thought that at first but I think it only works if all the items are indistinguishable, which they're not. You have to consider the fact that grouping something (x x y) (y y x) is slightly different

Can't we just use Stars and Bars here? There are 86400 seconds in a day and 86400 = 27 • 33 • 52. According the S&B Theorem, there are (n+k-1)C(k-1) ways to divide up n items into 3 bins (with the

Interesting perspective. I think it's a question of appropriately using a calculator. The way I see it is that a calculator is a tool. One should use an appropriate tool for the job. You wouldn't use a

For the first one, think about the slopes of BF and AE.

For the case with three numbers, assume you have values x, y, and z arranged in ascending order. Then it follows that x + y is the smallest sum and y + z is the largest sum. Adding all pairwise sums gives

For the first one, you can solve them algebraically. In the second one, HF = EG because they're diagonals of the same rectangle.

Very interesting article. It's also nice to see MATLAB used here. Sure brings back memories. Following you now.

Now that is a beautiful piece of equipment right there.