MATH 3345 Lecture 32:

• School: Ohio State University
• Department: Mathematics
• Course: MATH 3345
• Professor: Andreas Koutsogiannis

Document Summary

(a, b) (a, b) ~ (-,, 1) ~ rr (a, bj ~ [a, b) %1k: (o , b] [a,b) : [a, b) ~ (c, bj %ff?. [q,bj % (a,b)~r: [u,~) : f : [c. , 1>6)-> ( ,, t,0) f (. :>c) = x - a + 1 c\-ie ck! bij e cb on. So i : ( o. , oo) ~ ( , , oo) ~ ( o , ,] ~ fr. So i : f c:x:) : [ a, ~) ca, oo) f(xj-i~x. -\-f. ::x:. <= t ot- n - ri : ()frnj. x e [c. " t,o) \ l q ~ () - i : " in j. , ~ detiri e d +or ojl u riicive. 0: 5urje c~; on (or-d o ) ! C ~ e 2. : 1 f ~ q: a +n - 1 tor n ert--1 / ~ p : ck t(::ic. ~ = x,-t i.