For example:
Let's say, just for purposes of this example, that her perfect length of the bracelet, taking into consideration how loose she wants it to be, is 7"
Let's convert that to centimeters. 7" x 2.54 cm/inch = 17.78 cm.
That is "Circumference B" on my diagram.
Using c (circumference B) = 2πr, 17.78 = 2πr. π is 3.14, so 2 π = 6.28
17.78 = 6.28r
r = 17.78 ÷ 6.28 = 2.83. This is "radius B" on my diagram.
The average pearl diameter in a 6.5-7.0m strand is 6.75mm or 0.675cm, and the radius is half of that. So pearl radius A is 0.338 cm.
Pearl radius A (0.338) + comfortable radius B (2.83) = 3.17. This is Radius C on my diagram.
Now I multiply radius C (3.17) x 2π (which is 6.28) = 19.91 cm.
That is the finished length of the bracelet.
Converting that back to inches, 19.91 ÷ 2.54 = 7.84 inches.
So if her comfortable length (how loose she'd like it) is 7", the finished length of a bracelet of 6.5-7.0mm pearls would be about 7.8 inches long.
A bit snugger would be about 7 and 3/4". A bit looser would be 8".
But everyone's wrists are a different size, and our dominant side wrist is usually larger than our non-dominant side, so you have to measure to find her perfect length, measuring the wrist she will actually wear it on.
I know this looks complicated but if you don't do the math, you're just guessing.
