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anterior cingulate gyrus - GetMeFoodie

📅 April 30, 2026 👤 scraface

Apr 30, 2026

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📌 This satisfies the equation for any $x

📌 e 0$ (since $x = 0$ would make denominator zero when $y = 0$).

📌 Thus, the solution is all real numbers with $y = 0$ and $x

📌 We seek the area of intersection between the two diamonds.

📌 But a better method: compute the intersection by analyzing the boundaries.

📌 So the total region is symmetric about the $x$-axis.

📌 Then total area (including $y < 0$): $2 imes 4 = 8$

📌 For $y < 0$: same shape, so another 4

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