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as conductors have a circular cross-section, their CSA must be the area of a circle?
I appreciate you are talking about domestic cables here, but not all have a circular cross-section.

as conductors have a circular cross-section, their CSA must be the area of a circle?



I'd also add that I've come across 3 strand 1.5mm^2 twin & earth cable with solid 1.0mm^2 cpc. The strand diameter is 0.8mm.

I'd also add that I've come across 3 strand 1.5mm^2 twin & earth cable with solid 1.0mm^2 cpc. The strand diameter is 0.8mm.
I think you really came across 3X.029 with a 1X.044 cpc.
I'm surprised everyone seems to remember pi as 3.14159 rather than the ratio 355/113, which is more accurate.
Windows calculator has pi to 31 dp.![]()
I remember them, but now I can't remember where I put mine.But then, I was brought up in the (now forgotten) slide-rule age
This is starting to remind me of some lectures on number theory which reside somewhere in my very dusty memory! Might I suggest that, in contexts such as the one of this thread, taking pi as 3 (or maybe 3.1) is probably quite adequate?!I just find it easier to remember and use the ratio of two integers rather than a decimal to express a constant. It may be worth noting that for a given number of digits, both methods have the same accuracy. Thus the accuracy of 22/7 is in the same order as 3.14 and 355/113 as 3.14159.
So was I (and I still have several slide rules, including a cylindrical one capable of 4 digit accuracy) - but there was no need to fiddle around with these fractions - pi was almost unvariably marked on the scale of the slide rule.But then, I was brought up in the (now forgotten) slide-rule age, the age before the electronic digital calculator age.
Are you referring to this:If it was a good one, and you find it, they can go for good money to collectors.
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