With Evan Balster's formula plugin the formula looks like this: (=
(636-2*(22)-2*(32))/5 =)
resulting in: 105.60
not that complicated.
Your 2nd question: "/which math plugins for TiddlyWiki can do this simply?"
/*simply? none/. Math is painful.
*/math plugin of choice/: Evan's formula plugin. /Its the Tyrannosaurus
of all plugins
//
Am 2018-11-11 um 17:15 schrieb 'Mark S.' via TiddlyWiki:
I get
separation distance = (636-2(22)-2(32))/5 = 105.6 cm
So first center starts at 22+32 = 54 cm and each center is separated
by 105.6 cm
#1 54
#2 159.6
....
check the math
-- Mark
On Sunday, November 11, 2018 at 6:01:06 AM UTC-8, @TiddlyTweeter wrote:
I have a problem. I'm crap at math.
The problem is to calculate the "hanging points" for 6 paintings.
These are the inputs ....
- the wall is 636 centimeters long;
- the offset of the edge of first and last frames is 22 cm from
the start of the wall (left) and end of the wall (right).
- the frames of each of the six paintings is 64 cm wide.
What is the calculation that will give me the list of "mid-points"
(the painting's lateral centres) such that I can equally space the
paintings? (Practically I need the measure of the centre-to-centre
distance of the paintings within the specified length, taking into
account the offsets.)
That is the first part, to get the math.
/The second part is which math plugins for TiddlyWiki can do this
simply?
/
/
/
Best Sunday wishes
Josiah
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