Evaluate ∏n=299(1−1n2)\displaystyle\prod_{n=2}^{99}\left(1-\frac1{n^2}\right)n=2∏99(1−n21). A5099\frac{50}{99}9950B199\frac1{99}991C10099\frac{100}{99}99100D12\frac1221E2599\frac{25}{99}9925