So (x1-a) (x1-b) =1and (x2-a)(x2-b)= 1.
Therefore, (x 1-a) and (x 1-b) have the same symbol, and (x2-a) and (x2-b) have the same symbol.
Because x 1
Therefore, (x 1-a) and (x 1-b) are both negative signs, and (x2-a) and (x2-b) are both positive signs.
Available: x 1-a < 0 and x 1-b < 0.
X 1 < a and x 1 < b
Available: x 1 < a
At the same time, x2-a > 0 and x2-b > 0.
X2 > a and x2 > b
Available: x2 > b
To sum up, we can see that the relationship between a, b, x 1 and x2 is:
x 1 < a & lt； b & ltx2