Evaluate lim(x→0) (e^xsinx-x-x^2)/(x^2+xlog(1-x)) using l hospital rule | indeterminate form

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advance calculus chapter 3
indeterminate form Exercise 3.1
Evaluate
limit x tends to 0 (e^xsinx-x-x^2)/(x^2+xlog(1-x))
using l hospital rule

proof

proof

advance calculus chapter 3 indeterminate form all questions

#indeterminate_forms #indeterminateforms #lhospitalrule
#limitandderivative #limit

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  1. Seekho aur sikhao
  2. limit x tends to 0 (e^xsinx-x-x^2)/(x^2 xlog(1-x))
  3. limit x tends to 0 e^x sinx -x -x^2 / x^2 x log 1 -x
  4. limit x approaches to 0 (e^x sinx-x-x^2)/(x^2 xlog(1-x))
  5. (e^xsinx-x-x^2)/(x^2 xlog(1-x))
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