If a, b, c are integers such that (a - b1+ lc-a '' = 1, find the value of c-al + (a - bl + lb-cl
(B) 3
(C)1
(D)4
(A) 2
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a+b+c = 20.
let, y = (a+b)/c.
now, add and subtract 1 from RHS,
y = (a+b)/c +1 -1
y = (a+b+c)/c -1
y = 20/c -1
since y must be a positive integer, threfore c can take values less than 20 and must be a factor of 20.
thus, c = 1,2,4,5,10 (total values possible = 5) . therefore answer to your question is 5
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