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If l,m and n are number of points of discontinuity, non-differentiability and local extrema of function f(x)=max[√1−x2,{x}] in x∈[−1,1] respectively then l+m+n is equal to[where {⋅} denotes fractional part function] |
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Answer» If l,m and n are number of points of discontinuity, non-differentiability and local extrema of function f(x)=max[√1−x2,{x}] in x∈[−1,1] respectively then l+m+n is equal to [where {⋅} denotes fractional part function] |
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