Take it while lying on your back, with the tape being perfectly straight and barely touching your breasts. Look up your cup size in the following table.Subtract the snug underbust from the standing bust, and.Measure your band size by taking the nearest even number to your comfy under the breast,.Underbust+0 MethodĪnother measurement system to figure out your bra size.
Thus, your band size is 36 inches, and your cup size is C, both in Great Britain and the States. Next, subtract 31 from 37, and you get 6.ģ. First, take 32, as it is the nearest even number to 31, add 4 to it, and you get 36 inches.Ģ. Suppose you feel comfy under the breast at 31, and your bust measurement when standing or sitting up fully erect comes to 37.ġ. Let us have a look at another example of calculating both band and cup sizes. The difference is 35.4 - 29.5 = 5.9 inches, which corresponds to the cup size B, both in Great Britain and the States. To find your bra cup size, take a comfy measurement under the breast, subtract it from the measure of your bust when standing or sitting up fully erect, and find your cup size in the following table.įor instance, suppose your bust measurement when standing or sitting up fully erect is 35.4, and you feel most comfy under the breast at 29.5 inches. For instance, if your snug underbust comes to 29.5, you round it to 30, and adding 4 to it gives you a band size of 34 inches. To find your band size, take a snug underbust measurement in inches, round it to the nearest even number, and add 4 to it.
It is also quite popular among the most reputable online fashion brands, such as Natori and Calvin Klein. This system for measuring your bra band and cup sizes is quite common in the United States and Great Britain, especially on virtual markets, like Amazon.
#Auden bra size calculator skin#
The tape should rest firmly under your breasts, but it must not press the skin too tight. You should feel as comfortable as you would like to do when you wear the bra. Place the tape comfortably under your bust, making sure it is in a perfectly horizontal position.
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