4. Previously, we saw that the Cantor set K is the set of all numbers in [0, 1] which have ternary expansion without the digit 1. For x = defined as f :K → [0, 1] such that f(x) words, if x = 0.b1 b2b3 · :0.a1a2a3 · ·. (2), where a; = in K (where b; is 0 or 2), let f(x) be bi/2. In other ... = Y = ... 1/3 = 0.0222... (3), then f(x) = y = 0.0111 -... (2) = }. %3D i What is f(2/3)? what is f(2/9) and f(1/9)?

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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4. Previously, we saw that the Cantor set K is the set of all numbers in [0, 1] which have ternary
expansion without the digit 1. For x =
defined as f : K
words, if x
0.b1 b2b3 · .. in K (where b; is 0 or 2), let f(x) be
(2), where a;
[0, 1] such that f(x) = y = 0.ajaza3 · ·
1/3 = 0.0222 ... (3), then f(x) = y = 0.0111.. (2)
bi/2. In other
..
1
2.
i What is f(2/3)? what is f(2/9) and f(1/9)?
and ?
19
20
ii What is the ternary expansion of
35
Transcribed Image Text:4. Previously, we saw that the Cantor set K is the set of all numbers in [0, 1] which have ternary expansion without the digit 1. For x = defined as f : K words, if x 0.b1 b2b3 · .. in K (where b; is 0 or 2), let f(x) be (2), where a; [0, 1] such that f(x) = y = 0.ajaza3 · · 1/3 = 0.0222 ... (3), then f(x) = y = 0.0111.. (2) bi/2. In other .. 1 2. i What is f(2/3)? what is f(2/9) and f(1/9)? and ? 19 20 ii What is the ternary expansion of 35
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