:)

What is this?

Triangles with sides of 1,2,3,4,5, and sqrt(5) and 2* sqrt(5)?

Golden ratio?

- Brian

710 77345

Hmm, an interesting puzzle Pilou! Needs some clever rounding of dimensions to achieve these results. ;-}

For example, I drew the square sides to length 2.24*2 and did not achieve the even 1, 2, 3, 4, 5 sides of the triangles. Then I drew the square with sides 2.238*2, and at least with 1.00 display rounding was able to achieve the same image.

--Larry

Hi Larry,

You're right, but 2.24 is not the real size because it's sqareroot of 5.
Squareroot of 5 is 2.2360679775...

But Moi can help you...
If you give the exact value to Moi (2 times squareroot of five), the job is done...
Give the size as 2*sqrt(5) and MoI will understand it !

The documentation explains it :

Any of the functions on the JavaScript "Math" object are available for use, including: sin(), cos(), tan(), sqrt(), pow(), round(), random(), the constant PI, 
and also rad() which takes a parameter in degrees and returns it in radians, and deg() which takes a parameter in radians and returns it in degrees.

Even if you show 7 decimal places, it gives you the right distance.

Thanks to Magic Michael !

Thanks Phiro!

I didn't recognize the 2.24 as the square root of 5...such an error deserves the scorn of Pythagoras given the context! Now I can better appreciate Pilou's curiosity! :-)

--Larry

Of course i had only 2 decimal points for a more clear presentation! ;)

And it's more easy to remind round square root of 5 for speed estimation like 2.4
than 2,2360679774997896964091736687313... :)

I had to Google search Burrman's numbers. :-)

“”””” had to Google search””””

Forgive me for wasting your time B.

At least i left out the long story and math calcs we used to provide to get to the answer!!!

I particularly enjoyed the story of a person ordering a 710 cap at the auto parts store!

- Brian

The Hat ;)
Only by rotations!




https://moiscript.weebly.com/uploads/3/9/3/8/3938813/hat.3dm