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Consider f(x){{:(|[x]|",",0le{x}lt(1)/(2),,),(,,,","AAx in[(-7)/(2),(7)/(2)]),(|x|",",(1)/(2)le{x}lt1,,):} If L is number of point of discontinuity any M is the number of point on non-differentiability of the function f(x), then (L+M) is equal to |
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Answer» 18 L = Number of POINT of DISCONTINUOUS = 7 M = Number of point non-differentiability = 14 HENCE (L+M)=21. |
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