Let $P_1, P_2 \ldots, P_{15}$ be 15 points on a circle. The number of distinct triangles formed by points $P_i, P_j, P_k$ such that $i+j+k \neq 15$, is: [JEE Main 2021, 1 Sep (Shift 2)]

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Let \(P_1, P_2 \ldots, P_{15}\) be 15 points on a circle. The number of distinct triangles formed by points \(P_i, P_j, …

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