Given, sequence of functions {f()} given by f₁ (~) = n for ^+ [0,1] and O otherwise
Given, sequence of functions {f()} given by f₁ (~) = n for ^+ [0,1] and O otherwise
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribe un digital format the coloquíntida text please
![Given,
50
Sequence
for a FRI[0,1]
if n =0,
(im fo(a)
ntw
if at (0,1]
30 f(n)
of functions {f()} given by
50
50 for
to (a) = 0
/
1
r
L
then
f(x=0
lim O
no
(im fo (90)
nt%
By Archimedean propenty
for
f₁ (0) = 0 = 0
then
As at (81)
every
f₁₂ (~) = m/ for ^+[0,1]]
and
0
otherwise
VEN.
50
2
fo(a).
Such
E)0
=) lim
nto
(im 0 = 0
nyo
that
n
a
at (0,1] limf (a)
n
V DEN.
olazi.
а
a ≤ 146
n
= 0
1
for at(0, 1]
ny
there exists MENY
LLE
✓n>m
0
VER
which in the function to which fin (~) converges pointwise.
402m](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6be4e98e-3d80-47d6-a8a2-7cbe1f714c88%2F0949900e-f60d-4b6f-ab29-91d9f3bf4c76%2Fqpeta6aa_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Given,
50
Sequence
for a FRI[0,1]
if n =0,
(im fo(a)
ntw
if at (0,1]
30 f(n)
of functions {f()} given by
50
50 for
to (a) = 0
/
1
r
L
then
f(x=0
lim O
no
(im fo (90)
nt%
By Archimedean propenty
for
f₁ (0) = 0 = 0
then
As at (81)
every
f₁₂ (~) = m/ for ^+[0,1]]
and
0
otherwise
VEN.
50
2
fo(a).
Such
E)0
=) lim
nto
(im 0 = 0
nyo
that
n
a
at (0,1] limf (a)
n
V DEN.
olazi.
а
a ≤ 146
n
= 0
1
for at(0, 1]
ny
there exists MENY
LLE
✓n>m
0
VER
which in the function to which fin (~) converges pointwise.
402m
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