If `t=(lnk)/y+ln(k/y) + (lnky)+(lnk)y` , (where k is a positive constant and `klt 1, y in R`), then the least value of 't' is -

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If t=(ln k)/(y)+ln((k)/(y))+(ln ky)+(ln k)y (where k is a positive constant and k<1,y in R), then the least value of t ' is -

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