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Dhaka Higher Secondary 2011/2

Posted: Fri Jan 28, 2011 10:25 pm
by BdMO
$A$ is three digit number all of whose digits are different. $B$ is a three digit number all of whose digits are same. Find the minimum difference between $A$ and $B$.

Re: Dhaka Higher Secondary 2011/2

Posted: Sat Jan 29, 2011 11:27 am
by leonardo shawon
when the left digit will be same for two numbers...

Re: Dhaka Higher Secondary 2011/2

Posted: Sun Jan 30, 2011 9:56 am
by HandaramTheGreat
yea... leftmost digit should be same for two numbers, minimum difference of tens digit of two numbers will be $1$ and difference of units digit will be $2$... so minimum difference is $12$...

Re: Dhaka Higher Secondary 2011/2

Posted: Mon Jan 31, 2011 12:59 pm
by the arrivals
whats problem with 111 and 109.see difference is 02...:D

Re: Dhaka Higher Secondary 2011/2

Posted: Mon Jan 31, 2011 4:42 pm
by HandaramTheGreat
wah! that's great! i had tried only 2 of dhaka h.s. problems, both are wrong! :mrgreen:

:evil:

Re: Dhaka Higher Secondary 2011/2

Posted: Mon Jan 31, 2011 8:35 pm
by the arrivals
perhaps you tried its the credit.:)

Re: Dhaka Higher Secondary 2011/2

Posted: Tue Feb 01, 2011 11:26 pm
by Moon
^^Yup...Dhaka MO was hard! :)

Re: Dhaka Higher Secondary 2011/2

Posted: Tue Feb 01, 2011 11:35 pm
by Tahmid Hasan
i could only solve 6 and 2 of them were wrong.
i still haven't solved or couldn't 1 prob

Re: Dhaka Higher Secondary 2011/2

Posted: Mon Nov 28, 2011 4:07 pm
by sm.joty
I think the answer is 12.
because the highest value of A is 987 and B is 999 .

Re: Dhaka Higher Secondary 2011/2

Posted: Mon Nov 28, 2011 6:22 pm
by *Mahi*
@Joty:this is a solved topic and your ans is incorrect. see earlier posts.