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In a 3-digit number, unit's digit is one more than the hundred's digit and ten's digit is one less than the hundred's digit. If the sum of the original 3-sigit number and numbers obtained by changing the order of digits cyclically is 2664, find the number
795
786
687
879
let hundreds digit=x thus tens digit=x-1 ones digit=x+1 the first form of our no. is x*100+(x-1)10+(x+1) =111x-9 (value no.1) second form is (x+1)100+x*10+(x-1) = 111x+99 (value no 2) third form is (x-1)100+(x+1)10+(x) =111x-90 (value no 3)
these three values add up to 2664 111x-9+111x+99+111x-90=2664 3(111x)=2664 111x=888 x=8 therefore our no is 8*100+(8-1)*10+(8+1) = 800+70+9 =879
Hence, option 4 is the correct answer.
By: MIRZA SADDAM HUSSAIN ProfileResourcesReport error
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