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If sin−1x+sin−1y=2π3 and cos−1x−cos−1y=π3, where x∈(0,12), then the number of value(s) of y satisfying the equation is

Answer» If sin1x+sin1y=2π3 and cos1xcos1y=π3, where x(0,12), then the number of value(s) of y satisfying the equation is


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