Is correct ans 1/2. It is given 1 in textbook.
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[1 - (1-x)^½]/x,
using L'Hospital rule here, we have
[0- 1/2 × {1-x}^(1/2-1)]/1,
[-1/2 × {1-x}^(-1/2}],
using limit here, we get
[-1/2 ×{1-0}^(-1/2)],
-1/2 × {1}^(-1/2),
-1/2
using L'Hospital rule here, we have
[0- 1/2 × {1-x}^(1/2-1)]/1,
[-1/2 × {1-x}^(-1/2}],
using limit here, we get
[-1/2 ×{1-0}^(-1/2)],
-1/2 × {1}^(-1/2),
-1/2
ayushgupt20002perw3n:
but this doesn't either match my answer nor the ans given in textbook
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for solution refer attachment and ur answer is correct
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