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IIT –Past papers MATHEMATICS- UNSOLVED PAPER - 1996
SECTION – I Single Correct Answer Type There are 4 parts in this question. Each part has exactly one correct answer.
01 Problem For the tree events A,B and C,P (exactly one of the events A or B occurs)=P(exactly one of the events B or C occurs)=P(exactly one of the events C or A occurs)=p and P (all the three events occur simultaneously)= ,where  0<p<1/2.Then the probability of at least one of the three events A,B and C occurring is a. b. c. d.
Problem 02 The angle between a pair of tangents drawn from a point P to the circle                                                                               The equation of the locus of the point P is a. b. c. d.
Problem 03  is                           true if and only if a. b. c. d.
Problem 04 For positive integers the value of the expression                                                                                   is a real number if and only if a. b. c. d.
SECTION – II Fill in the blanks  This question contains four incomplete statements. In each part, fill in the blanks so that each of the resulting statements is correct.
Problem 01 An ellipse has eccentricity 1/2 and one focus at the point p(1/2,1).Its one directrix is common tangent, nearer to the point P,to the circle                     and the hyperbola .The equation of the ellipse, in the standard form ,is___________ .
Problem 02 If f is an even function defined on the interval (-5,5),then four real values of x satisfying the equation                     are    and __________ .
Problem 03 General value of θ satisfying the equation                             is __________ .
04 Problem For any odd interger			    ____________ .
SECTION – III Fill in the blanks  This question contains three incomplete statements. In each part, fill in the blanks so that each of the resulting statements is correct.
Problem 01 Let                                                       denotes the greatest integer function. The domain of f is __________  and the points of discontinuity of in the domain are _______ .
Problem 02 The value of expression                                                                                                     is an imaginary cube root of unity ,is ____________ .
Problem 03 The intercept on the line x=y  by the circle                                      .Equation of the circle with AB as a diameter is ___________ .
SECTION – IV Fill in the blanks  This question contains three incomplete statements. In each part, fill in the blanks so that each of the resulting statements is correct.
01 Problem Let be positive integers such that                    .The number of solutions                                                           all integers satisfying is ___________ .
Problem 02 If for nonzero                                                        ,then                    ___________ .
Problem 03                             ____________
SECTION – V Fill in the blanks  This question contains three incomplete statements. In each part, fill in the blanks so that each of the resulting statements is correct.
Problem 01 A nonzero vector a is parallel to the line of intersection of the plane determined by the vectors           and the plane determined by the vectors                  .The angle between a and the vector
Problem 02 For                                               __________ .
03 Problem If                                                             _________ .
SECTION – VI Fill in the blanks  This question three incomplete statements. In each part, fill in the blanks so that each of the resulting statements is correct
Problem 01 If band c are two non-collinear unit vectors and a is any vector, then                                                  ________ .
Problem 02 If                                                                                                                       ________ .
Problem 03 In a triangle ABC, a:b:c=4:5:6.The ratio of the radius of the circumcircle to that of the in circle is __________ .
FOR SOLUTION VISIT WWW.VASISTA.NET

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IIT JEE Mathematics 1996

  • 1. IIT –Past papers MATHEMATICS- UNSOLVED PAPER - 1996
  • 2. SECTION – I Single Correct Answer Type There are 4 parts in this question. Each part has exactly one correct answer.
  • 3. 01 Problem For the tree events A,B and C,P (exactly one of the events A or B occurs)=P(exactly one of the events B or C occurs)=P(exactly one of the events C or A occurs)=p and P (all the three events occur simultaneously)= ,where 0<p<1/2.Then the probability of at least one of the three events A,B and C occurring is a. b. c. d.
  • 4. Problem 02 The angle between a pair of tangents drawn from a point P to the circle The equation of the locus of the point P is a. b. c. d.
  • 5. Problem 03 is true if and only if a. b. c. d.
  • 6. Problem 04 For positive integers the value of the expression is a real number if and only if a. b. c. d.
  • 7. SECTION – II Fill in the blanks This question contains four incomplete statements. In each part, fill in the blanks so that each of the resulting statements is correct.
  • 8. Problem 01 An ellipse has eccentricity 1/2 and one focus at the point p(1/2,1).Its one directrix is common tangent, nearer to the point P,to the circle and the hyperbola .The equation of the ellipse, in the standard form ,is___________ .
  • 9. Problem 02 If f is an even function defined on the interval (-5,5),then four real values of x satisfying the equation are and __________ .
  • 10. Problem 03 General value of θ satisfying the equation is __________ .
  • 11. 04 Problem For any odd interger ____________ .
  • 12. SECTION – III Fill in the blanks This question contains three incomplete statements. In each part, fill in the blanks so that each of the resulting statements is correct.
  • 13. Problem 01 Let denotes the greatest integer function. The domain of f is __________ and the points of discontinuity of in the domain are _______ .
  • 14. Problem 02 The value of expression is an imaginary cube root of unity ,is ____________ .
  • 15. Problem 03 The intercept on the line x=y by the circle .Equation of the circle with AB as a diameter is ___________ .
  • 16. SECTION – IV Fill in the blanks This question contains three incomplete statements. In each part, fill in the blanks so that each of the resulting statements is correct.
  • 17. 01 Problem Let be positive integers such that .The number of solutions all integers satisfying is ___________ .
  • 18. Problem 02 If for nonzero ,then ___________ .
  • 19. Problem 03 ____________
  • 20. SECTION – V Fill in the blanks This question contains three incomplete statements. In each part, fill in the blanks so that each of the resulting statements is correct.
  • 21. Problem 01 A nonzero vector a is parallel to the line of intersection of the plane determined by the vectors and the plane determined by the vectors .The angle between a and the vector
  • 22. Problem 02 For __________ .
  • 23. 03 Problem If _________ .
  • 24. SECTION – VI Fill in the blanks This question three incomplete statements. In each part, fill in the blanks so that each of the resulting statements is correct
  • 25. Problem 01 If band c are two non-collinear unit vectors and a is any vector, then ________ .
  • 26. Problem 02 If ________ .
  • 27. Problem 03 In a triangle ABC, a:b:c=4:5:6.The ratio of the radius of the circumcircle to that of the in circle is __________ .
  • 28. FOR SOLUTION VISIT WWW.VASISTA.NET

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