MAT133Y1 Lecture Notes - Lecture 12: In C, Pcx, Fax
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Achilles never catches up with almost there , not quite get. As close as possible but not touching . eg . of. Iii as x 1 x can be: -99 or hot as long as approaches. : we that say limit at fan as gets arbitrarily approaches close if to. L must be a finite number a is. Sufficiently fad =l . close to a . ie . to are not numbers. L exists we say the limit does act exist. 70 such delta epsilon fad la eg . find limit. Hfa fax ) limit ) : ca ) if you can just substitute a info ) = lf a on the a. counter example : 41-6-1=9 ffafad ) ( fifa sox) ) each limit or the right had side exists. "t e chow ? justa formula no need to justify ) 5 lifo [ fix ) ) a a. I ffa ful ) a far a > o.
