BITSAT TYPE 3

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Timer Started ✅ (BITSAT Practice Test)
Duration: 3 hours (180 minutes) BITS Pilani
Negative marking applies (–1), so attempt smartly—avoid blind guessing. BITS Pilani
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BITSAT TYPE 3

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1. If two sets A and B are disjoint, then n(A∪B) equals

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2. Which oxide is acidic?

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3. Number of diagonals in a polygon of 12 sides is

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4. If ‘SOME’ is coded as ‘TQNF’ (each letter shifted by +1), then ‘DATA’ is coded as

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5. Sum of first 5 terms of GP (a=5, r=5) is

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6. Refractive index n of a medium is defined as

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7. A force 25 N acts on a mass 6 kg on a frictionless surface. Acceleration is

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8. What is the smaller angle between hour and minute hands at 4:20?

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9. Hydrogen bonding is strongest in

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10. Circumference of a circle of radius 2 is (in terms of π)

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11. Photon energy for wavelength 620 nm is approximately

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12. If a code shifts every letter forward by 2 positions, the code for ALPHA is

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13. Anti-Markovnikov addition of HBr to propene occurs in presence of

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14. Find the odd one out: Triangle, Square, Circle, Cube

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15. If the day before yesterday was Wednesday, then tomorrow will be

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16. The coefficient of x^3 in (1+x)^6 is

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17. A person walks 8 m North, then 7 m West, then 4 m South. Net displacement is

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18. For a first order reaction, the unit of rate constant k is

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19. The work done by centripetal force in uniform circular motion over one full revolution is

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20. In an elastic collision in an isolated system, which quantities are conserved?

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21. A force 15 N acts on a mass 2 kg on a frictionless surface. Acceleration is

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22. A 4 kg object moves at 7 m/s. Its momentum is

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23. In [Cu(NH₃)₄]²⁺, the coordination number of Cu is

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24. Choose the antonym of ‘augment’:

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25. Fill the blank: She is good ____ mathematics.

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26. If 2^x = 32, then x is

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27. Sum of first 13 terms of AP with a=5, d=2 is

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28. The sum of angles of a triangle is

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29. A buffer can be prepared by mixing

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30. If frequency of a wave is halved (speed constant), wavelength becomes

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31. If a matrix is 2×3, it has

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32. The oxidizing agent among these is

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33. Energy stored in a capacitor of 3 μF charged to 11 V is

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34. Sum of first 7 natural numbers is

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35. If f(x)=x², then f(−3) equals

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36. A resistor 10 Ω is connected across 18 V. Power dissipated is

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37. If 8 workers can finish a job in 15 days, how many days will 12 workers take?

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38. A is the brother of B. B is the sister of C. How is A related to C?

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39. Compute lim(x→6) (x³−216)/(x−6)

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40. Simplify: (x^7)·(x^3) equals

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41. Next letter in sequence: B, E, I, N, T, ?

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42. If x and y are inversely proportional, then xy is

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43. Sum of first 11 natural numbers is

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44. The midpoint of (2,3) and (6,7) is

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45. Functional group in carboxylic acids is

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46. Choose the correct preposition: She insisted ____ seeing the manager.

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47. If x² = 49, then x can be

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48. A transformer operates on the principle of

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49. If log₁₀ x = 2, then x is

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50. Kinetic energy of a 3.0 kg object moving at 6 m/s is

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51. Hückel’s rule for aromaticity requires (4n+2)

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52. If all ZIBS are BITS and all BITS are TESTS, then all ZIBS are

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53. In a certain code, ‘MANGO’ is written as ‘NBOPH’. How is ‘APPLE’ written in the same code?

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54. The SI unit of resistance is

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55. For an elementary reaction 2A → products, the rate law is generally

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56. The geometry of NH₄⁺ is

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57. Which has the highest electronegativity among these elements?

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58. Value of cos 45° is

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59. One-word substitution: ‘A speech delivered without preparation’ is

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60. Syllogism: All cats are animals. Some animals are wild. Conclusion: Some cats are wild. This is

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61. Choose the synonym of ‘abate’:

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62. Derivative of ln x is

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63. Equivalent resistance of 2 Ω and 9 Ω in parallel is

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64. Distance between (1,6) and (7,5) is

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65. Mass 50 g of a compound (molar mass 18.0 g/mol) corresponds to how many moles?

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66. Value of 0! is

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67. Discriminant of quadratic 6x² + 4x + 5 is

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68. Value of log₁₀(10^7) is

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69. Discriminant of quadratic 2x² + 3x + 1 is

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70. An object moves with constant speed 22 m/s for 7 s. Distance covered is

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71. A catalyst increases the rate by

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72. For a diode in reverse bias, the depletion region generally

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73. Current 3.5 A flows through resistance 12 Ω. Voltage across it is

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74. If Kc for a reaction is very large, it implies

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75. If sinθ = 0 for θ in [0,2π], one possible value is

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76. ∫ (1/x) dx equals

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77. A constant force of 100 N displaces an object by 4 m along the force. Work done is

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78. In Bohr model of hydrogen, energy of level n=3 is

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79. Bakelite is formed by condensation of

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80. Simplify: (x^8)·(x^4) equals

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81. A convex lens of focal length 10 cm has an object at 20 cm. Using sign convention (u negative), image distance v is

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82. Identify the figure of speech: ‘Her eyes were stars.’

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83. Sum of first 9 terms of AP with a=6, d=3 is

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84. Which option completes the analogy: Finger : Hand :: Leaf : ?

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85. Which reagent selectively oxidizes a primary alcohol to an aldehyde?

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86. Value of permutation P(10,3) is

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87. Solution of 3x − 5 = 10 is

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88. IUPAC name of CH₃CH₂CHO is

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89. The number of atoms per unit cell in simple cubic lattice is

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90. Cloze: He was ____ tired to continue.

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91. Find next number: 25, 36, 49, 64, ?

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92. Unit of rate constant for a zero order reaction is

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93. A 0.20 M weak acid has Ka = 1.0×10⁻⁴. Approximate pH is

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94. If ‘PEN’ is related to ‘WRITE’, then ‘SCISSORS’ is related to

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95. A body’s speed changes from 12 m/s to 30 m/s in 3 s with uniform acceleration. The acceleration is

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96. Potential energy gained by lifting a 6 kg mass by 9 m (g=9.8) is

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97. The value of i^2 equals

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98. Kirchhoff’s loop rule is based on conservation of

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99. For a cell with E°=1.15 V, n=2, and reaction quotient Q=10, the cell potential at 298 K is approximately

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100. If tanθ = √3 for acute θ, then θ equals

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101. Choose the antonym of ‘scarce’:

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102. A coil has 300 turns and area 0.038 m². Magnetic field normal to it changes by 1.30 T in 0.25 s. Induced emf is

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103. A strong electrolyte in water is

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104. Which quantity is a vector?

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105. A body’s speed changes from 28 m/s to 38 m/s in 6 s with uniform acceleration. The acceleration is

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106. Raoult’s law for an ideal solution states that vapor pressure of a component is

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107. Mass 20 g of a compound (molar mass 18.0 g/mol) corresponds to how many moles?

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108. Two capacitors 2 μF and 7 μF are connected in series. Equivalent capacitance is

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109. A mass 0.9 kg attached to a spring of constant 340 N/m performs SHM. Its time period is

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110. If z = 3 − 4i, then |z| equals

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111. Electric field due to a 8 μC point charge at distance 0.35 m is

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112. The area of a circle of radius 5 is (in terms of π)

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113. Which compound exhibits optical isomerism?

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114. Choose the synonym of ‘lucid’:

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115. Sum of first 6 terms of GP (a=6, r=4) is

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116. Which alcohol gives turbidity with Lucas reagent after a few minutes (room temperature)?

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117. Choose the correct word: The new rules will ____ discipline.

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118. Find the odd pair: (2,4), (3,9), (4,16), (6,36)

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119. If all BLOOMS are FLOWERS and some FLOWERS are RED, which is necessarily true?

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120. The value of (−2)^3 is

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121. A sound wave travels at 380 m/s with frequency 300 Hz. Wavelength is

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122. Find the next term: 3, 6, 12, 24, ?

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123. Statement: Some engineers are musicians. Conclusion: Some musicians are engineers. This conclusion is

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124. Sum of squares 1²+2²+…+6² equals

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125. Choose the missing number: 3, 7, 13, 21, ?

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126. The correct order of increasing ionic radii is

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127. Value of log₁₀(10^11) is

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128. Oxidation state of nitrogen in NH₃ is

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129. Sum of squares 1²+2²+…+10² equals

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130. Most common oxidation state of Mn in compounds is

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