verify Rolle's theorem for the function `f(x)=x(x+3)e^(-x/2)` in `[-3,0]`

To ask Unlimited Maths doubts download Doubtnut from - goo.gl/9WZjCW verify Rolle's theorem for the function `f(x)=x(x+3)e^(-x/2)` in `[-3,0]`

[@arijitiansfanclub]

Thanq so much sir

[@prabhumahato9421]

Thank you

[@ajayradha5089]

Thank u bro

[@Fawi.]

this question came for one mark in my exam

[@TheRamsatya]

Thank you for solution.

[@jennybh6207]

why did you vanish that e^-x/2 while solving the derivative? its value is never zero? what do you mean by that?

[@santhoshsaravanan2868]

When you substitute any value for x, the e^-x/2 never be 0. So e^-x/2 ≠ 0

[@beemas8108]

Sir x^2+x ith rolles theorem obay cheyyumo pls reply . They have no limit 🙂

[@premjithappu837]

Malayathill chodhicha avarkk engane ariyan aanu. English aalle hindi choikk