(A Comic Guide to Limits) Part 1 – When Limits Exist
November 10th, 2009
9 comments
I do something similar to this when I introduce limits. It gives students a practical understanding of what limits are and how to evaluate them.












![\mathop {\lim }\limits_{x\to 0} \sqrt[x]{0} =](http://mrho.net/blog/wp-content/cache/tex_506a715033c7e0ff62ebd2bf45fe6464.png)

![\mathop {\lim }\limits_{x\to 0} \sqrt[x]{x} =](http://mrho.net/blog/wp-content/cache/tex_942fc690d900d7a84cbf15c7a15ecd0e.png)
, what is 

![\sqrt[0]{a}=](http://mrho.net/blog/wp-content/cache/tex_8f79516c62d39e68f763dedca07d011e.png)
![\mathop {\lim }\limits_{x\to 0} \sqrt[x]{a}=](http://mrho.net/blog/wp-content/cache/tex_b511b9d84589327ed952a20b3aa77273.png)
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