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IITJEE –Past papers MATHEMATICS - UNSOLVED PAPER - 1992
SECTION – I Fill in the blanks This question contains five incomplete statements. Determine your answer to be inserted in the blanks so that the statements are complete.
01 Problem If a circle passes through points of intersection of the coordinate axes with the lines                                                      then the value of λ is ….
Problem 02 Let the algebraic sum of the perpendicular distances from the points (2,0),(),2) and (1,1) to a variable straight line be zero: then the line passes through a fixed point whose coordinates are…
Problem 03 The value of                                                                                    is equal to ….
Problem 04 Given that                                                                          …….
Problem 05 If the mean and the variance of a binomial variety X are 2 and1 respectively, then the probability that X takes a value greater than one is equal to….
SECTION – II Multiple correct answer This question contains five parts. Each part has one or more than one correct answer.
Problem 06 The product of n positive number is unity. They their sum is a positive integer divisible by n equal to  never less than n
Problem 07 The value of 1 -1 0 none of these
08 Problem The following functions are continuous on (0,Ď€) a. b. c. d.
Problem 09 If                                                                     stands for the greatest integer function, then a. b. c. d.
Problem 10 for any two events A and B in a simple space                                              is always true.                                          does not hold.                                      if A and B are independent.                                      if A and B are disjoint.
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IIT JEE Mathematics 1991

  • 1. IITJEE –Past papers MATHEMATICS - UNSOLVED PAPER - 1992
  • 2. SECTION – I Fill in the blanks This question contains five incomplete statements. Determine your answer to be inserted in the blanks so that the statements are complete.
  • 3. 01 Problem If a circle passes through points of intersection of the coordinate axes with the lines then the value of λ is ….
  • 4. Problem 02 Let the algebraic sum of the perpendicular distances from the points (2,0),(),2) and (1,1) to a variable straight line be zero: then the line passes through a fixed point whose coordinates are…
  • 5. Problem 03 The value of is equal to ….
  • 6. Problem 04 Given that …….
  • 7. Problem 05 If the mean and the variance of a binomial variety X are 2 and1 respectively, then the probability that X takes a value greater than one is equal to….
  • 8. SECTION – II Multiple correct answer This question contains five parts. Each part has one or more than one correct answer.
  • 9. Problem 06 The product of n positive number is unity. They their sum is a positive integer divisible by n equal to never less than n
  • 10. Problem 07 The value of 1 -1 0 none of these
  • 11. 08 Problem The following functions are continuous on (0,Ď€) a. b. c. d.
  • 12. Problem 09 If stands for the greatest integer function, then a. b. c. d.
  • 13. Problem 10 for any two events A and B in a simple space is always true. does not hold. if A and B are independent. if A and B are disjoint.
  • 14. FOR SOLUTION VISIT WWW.VASISTA.NET