Column I Column II (A) \int^{1}_{-1} \frac{dx}{1+x^2} (P) 1/2 \log (2/3) (B) \int^{1}_{0} {dx}/\sqrt{1-x^2} (Q) 2 \log (2/3) (C) \int^{3}_{2} \frac{dx}{1-x^2} (R) \pi/3 (D) \int^{2}_{1} {dx}/{x\sqrt{x^2-1} (S) \pi/2 [JEE Adv 2007 P1]

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

(A)→(R); (B)→(S); (C)→(P); (D)→(Q)

(A)→(P); (B)→(S); (C)→(Q); (D)→(R)

(A)→(S); (B)→(S); (C)→(P); (D)→(R)

(A)→(S); (B)→(Q); (C)→(P); (D)→(R)

IIT JEE Advanced 2007 Paper 1

Section: Mathematics

Question : 66 of 66

Marks: +1, -0

Column I

Column II

(A)

∫

−1

1+x2

(P)

‌log(

)

(B)

∫

√1−x2

(Q) 2‌log(

)

(C)

∫

1−x2

(R)

(D)

∫

x√x2−1

(S)

[JEE Adv 2007 P1]

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