Puzzles

Posted On 2017-01-16

Answer The smallest required number is 1662. The equation satisfying the above condition will be: 13a+11=15b+12=17c+13 Equating the first two, we get possible values of (a,b) as (7,6) (22,19) (37,32) . . . (112,97) (127,110. Equating the first and third expressions we get (a,c) =(8,6) (25,19) (42,32) . . . (110,84) (127,97) The required smallest number= 1662, For a = 127, b = 110, c = 97

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