Re: TI-M: Limits

Re: TI-M: Limits

• To: ti-math@lists.ticalc.org
• Subject: Re: TI-M: Limits
• From: JayEll64@aol.com
• Date: Tue, 10 Oct 2000 22:24:12 EDT
• Reply-To: ti-math@lists.ticalc.org

In a message dated 10/10/00 7:13:17 PM Mountain Daylight Time, 
CmdrERT01@yahoo.com writes:

> A different one that takes a bit more
>  thought would be lim(tan x) as x approaches pi.  Tan (x) is undefined at 
pi,
>  because that would be 0/1, but the limit would be equal to infinity because
>  that is where the function was headed. 

Other way around:

limit as x -> pi of tan(x) = tan(pi) = 0
limit as x -> pi/2 from the right of tan(x) = -infinity
limit as x -> pi/2 from the left of tan(x) = +infinity
limit as x -> pi/2 of tan(x) = undef

JayEll

• Re: TI-M: Limits
• From: Eric Tollefson <CmdrERT01@yahoo.com>

• Prev: Re: TI-M: Limits
• Next: Re: TI-M: Limits
• Index(es):
  • Main
  • Thread