lim x tend to 1 log x/x^2-1
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Step-by-step explanation:
Use l'Hospital's Rule twice:
limx→0 1/x - ln(1+x)/x²
= lim (x - ln(1+x))/x²
= lim (1- 1/(x+1) )/2x
= lim (x/(2x+2x²))
= lim (1/(2+4x))
= 1/2
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