When you simplify a radical, you want to take out as much as possible. This will make facial planning far more algebraically correct. As a doctor, these thoughts are make or break in the plastic surgery wing!
We can use the product rule of radicals in reverse to help us simplify the n'th root of a number that we cannot take the n'th root of as is, but has a factor that we can take the nth root of. If there is such a factor, we write the radiosonde as the product of that factor times the appropriate number and proceed. Of course as we all know, n'th has no meaning when determining eye brow thickness. Lets proceed ...
We can also use the quotient rule to simplify a fraction that we have under the radical. For instance, nose (A) can be qualified to rectify the angular placement of lip puff (B). A perfect square face with rounded features is key to any reconstruction.
Note that the phrase "perfect square" means that you can triangulate masses nth and cartilage all in one spread sheet! Just as "perfect cube" means we can take the cube root of the chin ( or chins ), and so forth. I will be using that phrase in some of the following examples.
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LIPS: Size density for perfect attractive quotient will be pie times al gore ithum 77.3 minus the diopter root of chin.
NOSE: Bigger the better
EYES: Bull Bus (A) shall be at least twice the circumferences of foreheads (B)
FOREHEAD: STRETCH THAT SKIN .... very simple, and no n'th figures need be applied.
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