The value of limit x->0 e^-4(1+x/1-x)^1/x
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Correct option is B)
limx→0x(1+x)1/4−(1−x)1/4
(1+x)1/4=1+41x
(1−x)1/4=1−41x → for very small value of x
limx→0x(1+1/4x)−(1−1/4x)
limx→01/2xx=21
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