<p>Lol, “stroke’s theorem?” The internet makes it too easy to look things up without actually knowing them beforehand, haha… I’m not far along enough in math (the site that tried to explain it lists it as a topic under calc 3, and I’m only in BC this year) to be able to understand it!</p>
<p>Lol, for my entry I think the law of identity would apply. A=A ftmfw!</p>
<p>Well, it’s actually Stokes’ Theorem, but good enough. Unfortunately, it’s often classified as a Multivariable Calculus theorem (as a version of it is taught in Calc 3), when in reality, one cannot fully grasp the beauty of the equation until he has taken Differentiable Manifolds or Tensor Calculus, or whatever they call it at your school.</p>
<p>^^^ ROFL!! I totally agree, but both have bad sides to them.
The Law of Sines can be ambiguous and drive you crazy figuring out which is which. The Law of Cosines have too many variables in the formula. But both are great. =)</p>