For N=4N = 4N=4: 4×1/8=1/24 \times 1/8 = 1/24×1/8=1/2. That matches our simulation. But we can only add probabilities when the events are mutually exclusive (no two can happen at the same time). Can two of these events overlap?
prove this claim, we need to show that Lagrange polynomials are linearly
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