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ABCDEF is a six digit number with distinct decimal digits. ABCDEF is divisible by 11, and the sum of its digits is 16. It is also known that A>C>E and B>D>F. Then A+B is always ....
5
10
1
None oif these
(A+C+E)- (B+D+F) = 11k, where k=0,1,2 etc
Let A+C+E = x and B+D+F = y, then
x – y = 11k and x + y= 16
K can’t be 1 or more; if k=1 then x=8.5 which is not possible, and if it is 2 then the value of y comes out to be negative which is not possible. Higher values of k are visibly ruled out. Hence k = 0
Thus x-y=0 or x= y and from x+y=16, we get x=y=8
A, C, E will be 6,2,0 or 4,3,1 and B, D, F will be 4,3,1 or 6,2,0 respectively. Thus A+B= 4+6 or 6+4 =10.
By: Parvesh Mehta ProfileResourcesReport error
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