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If f:[−2,2]→R defined by f(x)=x3+tanx+[x2+1p] is an odd function, then the least value of [p] is ([.] represents the greatest integer function)

Answer» If f:[2,2]R defined by f(x)=x3+tanx+[x2+1p] is an odd function, then the least value of [p] is
([.] represents the greatest integer function)


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