90, 91,92,93,94,95,96,97,98,99.
19,29,39,49,59,69,79,89
16,26,36,46,56, 76,86
61,62,63,64,65,67,68.
These are supposed to be the numbers that do cause confusion, right? But only a few of these do (e.g. 91 becomes 16); most don't. This shows that you are thinking incorrectly.
But what do [1 and 8] represent when read upside down i dont find any no
When they are written upside-down by a typical American, they remain 1 and 8. But I know that many people (perhaps including India?) write 1 very differently; this is one problem with the problem! Where I've seen the answer explained, they assume 1 becomes 1.
69, 96 ,18, 81, 61,68,91,98,16,19,86,89
ANswer is coming 71 . (81-12 )
WHat about zero ? will it not be there as it produces a single no when read upside down . (10 -> 01) ??
But there are two codes 69 and 96 which look the same even while reading upside down
SO these will not be counted right. So it will 71 .
What caused you to change your mind? Did you see someone else's answer? You appear now to be taking 1 as I did, and you are no longer using irreversible digits.
However, 81 - 12 = 69, not 71! Apparently you meant to say 69, but confused yourself with the answer you saw.
And as you say, 69 and 96 should not be included. But what about 66 and 99? So the answer really is
69. The source I found that gives an answer says 71; they are
wrong. They didn't list the numbers, which is really needed in order to be sure you are thinking correctly.
The reason 10 and 01 is not included is that 01 is not allowed because it starts with 0, so if you saw it you would know it is upside-down.
So the correct list of confusable numbers is 16, 18, 19, 61, 66, 68, 81, 86, 89, 91, 98, 99.
The problem, like many you ask about, is not well-written. Yet this appears to be an actual past test question. Is that true?