If b > a, then the equation (x – a)(x – b) – 1 = 0 has:
(A) both roots in (a, b)
(B) both roots in (–¥, a)
(C) both roots in (b, + ¥)
(D) one root in (–¥, a) and the other in (b, +¥)
If b > a, then the equation (x – a)(x – b) – 1 = 0 has:
(A) both roots in (a, b)
(B) both roots in (–¥, a)
(C) both roots in (b, + ¥)
(D) one root in (–¥, a) and the other in (b, +¥)