angela210793 3 years ago I need some help :S

1. angela210793

$\lim_{x \rightarrow \infty} [\sqrt[3]{n ^{2}}/n+1]$

2. Ishaan94

Is it Zero?

3. angela210793

@Ishaan94 Are you asking me? O.o...idk....i think it is inifinite/infinite =udefined..IDK :S

4. Ishaan94

$\large\frac{\sqrt[3]{\frac{n^2}{n^3}}}{1 + \frac1n}$

5. angela210793

Huh???? I didn't get it AT ALL Ishaan...exaplin it please

6. angela210793

explain*

7. Ishaan94

Divide and Multiply by n.

8. angela210793

Ishaan can u draw it step by step please

9. Ishaan94

I thought apoorv was doing it.

10. m_charron2

|dw:1334846528832:dw|

11. Ishaan94

$\Large \frac{\frac{\sqrt[3]{n^2}}n}{\frac{1+n}n}$

12. apoorvk

My tab "Aw, Snapped" me :'( (lost my labor *sniff sniff*) ^^what Ishaan said.

13. angela210793

@Ishaan94 would I sound way too dumb if i told you that I STILL don't get it O.o

14. apoorvk

No.

15. FoolForMath

Am I only one who this that the limit is $\lim_{x \rightarrow \infty} \frac{\sqrt[3]{n ^{2}}}{n}+1$

16. apoorvk

HOW? then what were we writing? And why did Angela not correct us?

17. angela210793

@FoolForMath it is not like that..it is |dw:1334846830006:dw|

18. Ishaan94

|dw:1334846790537:dw|Why can't I draw better?!?!?!

19. FoolForMath

20. Ishaan94

seems like rockstart's gonna rock us now.

21. FoolForMath

lol

22. apoorvk

|dw:1334846742289:dw|

23. apoorvk

|dw:1334846901905:dw|

24. Ishaan94

Yes. Yes. Do it as apoorv says.

25. FoolForMath

@apoorvk: That's not true.

26. apoorvk

Yayy yayy.. @rockstar111 baba's here :p

27. FoolForMath

If $$n \to \infty$$ then $$\frac 1n \to 0$$.

28. apoorvk

I am wrong? -\(o.O)/_

29. apoorvk

thats.what.i.did.

30. apoorvk

comparing two infinities is blasphemy alright :/ But then, how do I express myself?

31. FoolForMath

Okay it's specious.

32. FoolForMath

No need to write in terms of infinity, just use the limits and show the answer.

33. Ishaan94

Like the way FoolForMath did.

34. apoorvk

I am sure @angela210793 has gone crazy by now.

35. FoolForMath

|dw:1334847232658:dw|

36. FoolForMath

I am not saying that your way is incorrect, I think it might be accepted in some places.

37. FoolForMath

but that is how I would do this one.

38. Ishaan94

@angela210793 ????

39. m_charron2

to be honest, I wouldn't blame her from spraining a brain muscle after all this

40. FoolForMath

I don't mean to confuse.

41. m_charron2

rigor is important as well, so I get your drift :-)

42. Ishaan94

She left :/ I won't be a good professor/teacher.

43. FoolForMath

Thanks @m_charron2

44. angela210793

I didn't leave....mozilla froze.....and thank you all...:))) (Idk whom to give a medal now :S)