MATH 1151 Lecture Notes - Lecture 26: Frisking
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MATH 1151 Full Course Notes
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Theremin if f isantinuous on fat anddifferentiable on fall thenthereis a c in fall where fifc rw fr a fmvti frat 0 farevery x inan interval i. Idea pickanyintervalrob inside ii usemvt some c in lah f r. O f no a then fro is anstanton i. D frb fia fra ft um forall a in i f g howcloseare fandg tobeing equal. If f ig definehef y measureshow far f fgare frombeingequal h f y d h. ru constant i te. Ee if 2peoplestartrace d samelocationandfinish atsametime showthatthereissomepointintheracewheretheirspeeds aregod. Sftl site 2ndperson"sposition f se sa fit sett srt fol stf safe to ffendl serena wendt 0. There is a e c info and with fifty ffend fra ended f s2 f fi sql sj ve vl. Wfff mdm thetangentlinetofeel d ears fire ft a y fra definitionthelineageinfirm. tk iifef. Ifff5 t6 t4 et f true foot 4 frisks. Wel z f al when f is tangentlineisategraph amaredewn. am.