Answered: OShow that the deguence fufwhue fa)= m… | bartleby

Algebra & Trigonometry with Analytic Geometry

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section10.8: Probability

Problem 32E

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Question

17:36
3 ll 65%
Assignment.pdf
elassmate
Asipnmunt
8sc Mathimatics LHan) year
Riamann Tntegration auad Series of funetions.
max.Makk3-
O Show that the deguence fufwhue fal: mige
is unifomon the futirual Ta,)20.
but is'not unifoumion the iuterrual To,0).
O show theet the seg" fu? is uniform on lo), a>o.
but hat unifoum on Toe)
whoe fula)
O Show that if Ocb<!, then the Comeergence of the
sequence ifn} is uniferm on the iuturual loib7.
but iis not uniform on the intresal to,]
wherce futx)z
Show that ifa50 ,Then the comuxence nf the eqt.
{haf is unifomm on f0)butis not unifoim.
An the ntiuuel lo,00).
where, hy Cn)= Omina)
Shae Yhot the wequence fkaf is unifesm
Hlouthe ntermal 'Tan0)i aso but is nde
Cenuergent on Co, co)
there.
tinfatatan(nz)
elassate
Page
O show thaut if20. Hun comuuguuce of
iuterual Caro) , but il nöl uniform

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