1.

If f(x)=(h1(x)−h1(−x))(h2(x)−h2(−x))⋯(h2n+1(x)−h2n+1(−x)), where h1(x), h2(x),⋯⋯hn(x) are defined everywhere and f(200)=0, then f(x) is

Answer»

If f(x)=(h1(x)h1(x))(h2(x)h2(x))(h2n+1(x)h2n+1(x)), where h1(x), h2(x),hn(x) are defined everywhere and f(200)=0, then f(x) is




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