1.

Consider , f(x) = x^(lnx) and g(x) = e^2x let alpha and beta (alpha lt beta) be two values of x satisfying the equation f(x)g(x). If lim_(x to beta) (f(x) - cbeta)/(g(x) - beta^2) exists and is equal to l then the value of (c - l) is equal to

Answer»

`4 - E^2`
`e^2 - 4`
`4 - e`
`e - 4`

ANSWER :B


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