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Tim Ricchuiti on Instagram: "The Secret Behind Inverse Trig Functions Can we come up with an intuitive explanation for inverse sine — or even inverse tangent? Yes. And it starts in the same place as sine and cosine: the unit circle. That circle gives us both sine and cosine just by looking at coordinates. For example, at π/3 (60°), the x-coordinate gives cos = ½, and the y-coordinate gives sin = √3/2. That’s the forward direction: start with an angle, find the values. But inverse trig runs backw
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