The product of two consecutive odd integers in 783. what are the integers?

Let the odd no. be X and Y.
Then XY = 783
Since the odd no. are consecutive,
Y = X + 2
i.e  X(X+2) = 783
Factorizing
X^2 + 2X = 783
X^2 + 2X -783 = 0
 Therefore X = 27 or 29
Thus if X = 27, Y = 29
         and if X = 29, Y = 27

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It is 5.8 you add all of the up to equat 180 then solve the equation