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Having trouble with doin palindrome program by simble way

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Having trouble with doin palindrome program by simble way

saihat	2 Oct, 2007 - 09:55 PM Post #1
New D.I.C Head Joined: 2 Oct, 2007 Posts: 1 Thanked: 1 times My Contributions	A palindrome is a number or a text phrase that reads the same backward as forward. For example, each of the following five-digit integers is a palindrome: 12321, 55555, 45554 and 11611. Write a program that reads in a five-digit integer and determines whether it is a palindrome or not
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born2c0de	RE: Having Trouble With Doin Palindrome Program By Simble Way 2 Oct, 2007 - 10:13 PM Post #2
printf("I'm a %XR",195936478); Joined: 26 Nov, 2004 Posts: 3,906 Thanked: 34 times Dream Kudos: 2800 Expert In: 80x86 Assembly, C/C++, VB6, VB.NET, C#, J2SE, Win32 API, Reversing My Contributions	Read the Forum Rules You need to take efforts to solve the problem. Attempt it yourself. If the code doesn't work, post your code here and we'll tell you where you went wrong.
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eastgod	RE: Having Trouble With Doin Palindrome Program By Simble Way 3 Oct, 2007 - 03:05 AM Post #3
New D.I.C Head Joined: 3 Oct, 2007 Posts: 2 My Contributions	QUOTE(saihat @ 2 Oct, 2007 - 10:55 PM) A palindrome is a number or a text phrase that reads the same backward as forward. For example, each of the following five-digit integers is a palindrome: 12321, 55555, 45554 and 11611. Write a program that reads in a five-digit integer and determines whether it is a palindrome or not HELLO....! I DON'T THINK YOU HAVE READ DA RULES NO DOIN HOMEWORK...JUST HELP....! IF YOU STILL NEED HELP THEN MAIL MEEEE...FEEL FREE TO DO SO..!
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Smarf	RE: Having Trouble With Doin Palindrome Program By Simble Way 3 Oct, 2007 - 07:53 AM Post #4
D.I.C Head Joined: 21 Sep, 2007 Posts: 80 Thanked: 2 times My Contributions	A few hints: - You can use the modulus (%) operator to pick off each digit. Think in terms of single's place, ten's place, hundred's place, thousand's place, and ten thousands place. - The middle digit doesn't matter, it can be anything. - Compare the first digit to last digit and if they're the same compare the second digit to fourth digit. If those are the same it's a palindrome, otherwise it's not.
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