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If limx→0−1+√(tanx−sinx)+√(tanx−sinx)+…∞−1+√x3+√x3+√x3+…∞ is 1k, then k is equal to

Answer» If limx01+(tanxsinx)+(tanxsinx)+1+x3+x3+x3+ is 1k, then k is equal to


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