What does this equation mean?
X = Cos (T) * Phi ^ ((2 / Pi) * T) Y = Sin (T) * P
Not sure why there are two = signs.
Also, Phi is usually an angle, unless it is the golden ratio. I've never seen either one raised to such a power.
Where did you get the "equation"?
I got this equation from some girl that is on an online dating service. She says she wants to date someone who knows what those numbers mean, and she's hot....I'll give you the web info if you want it, just for fun of course.
The equation you provided represents the parametric equations of a curve in terms of the variable T. These equations define how the coordinates X and Y change as T varies.
In this specific equation, the X-coordinate is determined by the cosine of T multiplied by Phi raised to the power of (2 / Pi) multiplied by T.
The Y-coordinate, on the other hand, is determined by the sine of T multiplied by P.
To interpret the equation further, you'll need to know the values of the variables Phi, P, and T, as these will affect the shape, position, and behavior of the curve.