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If the function y=sin(f(x)) is monotonic in an interval of x [where f(x) is continuous] and the difference between the maximum and minimum value of f(x) is kπ, then the value of (k+1) is

Answer» If the function y=sin(f(x)) is monotonic in an interval of x [where f(x) is continuous] and the difference between the maximum and minimum value of f(x) is kπ, then the value of (k+1) is


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