Let f (x) = \frac{x^2-6x+5}{x^2-5x+6}. Match the expressions/statements in Column I with expressions/statements in Column II: Column I Column II (A) If −1 < x < 1, then f(x) satisfies (P) 0 < f(x) < 1 (B) If 1 < x < 2, then f(x) satisfies (Q) f(x) < 0 (C) If 3 < x < 5, then f(x) satisfies (R) f(x) > 0 (D) If x > 5, then f(x) satisfies (S) f(x) < 1 [JEE Adv 2007 P2]

Correct Answer is : (A)→(P), (R), (S); (B)→(Q), (S); (C)→(Q), (S); (D)→(P), (R), (S)

(A)→(Q), (R), (S); (B)→(Q), (S); (C)→(Q), (S); (D)→(P), (R), (S)

(A)→(P), (R), (S); (B)→(R), (S); (C)→(Q), (S); (D)→(P), (R), (S)

(A)→(P), (R), (S); (B)→(P), (S); (C)→(Q), (S); (D)→(Q), (R), (S)

(A)→(P), (R), (S); (B)→(Q), (S); (C)→(Q), (S); (D)→(P), (R), (S)

IIT JEE Advanced 2007 Paper 2

Section: Mathematics

Question : 64 of 66

Marks: +1, -0

Let f (x) =

x2−6x+5

x2−5x+6

. Match the expressions/statements in Column I with expressions/statements in Column II:

[JEE Adv 2007 P2]

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