Is there palindromes in decimals and fractions?

Question

plz help!!

Answer 1

Usually palindromes in fractions does not exist. But it is possible when a fractional palindrome must have the same number of digits on each side of the decimal point.

e.g-- 123.321,11.11,1232465.5642321 etc.

there are so many palindromes in decimal.

e.g-- 11,22,11211,123454321 etc.

Answer 2

What is this with palindromic numbers? There was just another question on that a day or two ago.

I have seen palindrome decimals and one would be 123.321.
It is the same forwards as backwards. Now 1233.21 is NOT a palindrom since, if you reverse it, you get 12.3321 and that is not the same as 123.321. In other words a decimal palindrome must have the same number of digits on each side of the decimal point.

I have not seen mention of a palindrome fraction though (actually I have seen very few references to decimal palindromes). I speculated in the other answer, that such a palindrome might be 123/321. Just replace the decimal point with the "/". Backward this reads the same as forwards. But, again I point out, I have not seen this mentioned.

You might also check out The Palindromes on Twee Kitten web site. One of their CDs was "Muy Muy Pop Yum Yum" which of course is a palindrome.

Answer 3

A numerical palindrome, other than "1", would interest me if it was a palindrome, not only in base 10, but also in base 2, base 3, etc. Thus "11" is a palindrome in base 10, and in hex it is simply "B", but in binary it is 1011, which is not a palindrome.

Answer 4

try multiples or divisors of 11 or .11 -- you'll like the results!

Answer 5

hey dear..
u can go to the foll. link
http://en.wikipedia.org/wiki/Palindrome

hope ot helps u...

Answer 6

Yes you can write.