JEE ADVANCED TYPE 4 – Start Exam

0 votes, 0 avg

Timer Started ✅ (JEE Advanced Practice Test)
This is for practice + time management.
Negative marking applies (–1) in this mock test, so avoid blind guessing.
Stay calm and attempt smartly. ✅

Time Over ⏳
Your responses have been submitted automatically.
Now review solutions, note mistakes, and revise weak topics to improve your score. ✅

JEE ADVANCED TYPE 4

Please fill your details to access the mock test

Provide your correct Name, Mobile Number, City, and Email ID to receive
new mock test updates, rank analysis, and important exam notifications.

🔒 Your data is 100% safe. We never share your information with anyone.
It will be used only to inform you about new test releases and result updates.

1 / 108

1. Select all correct statements about functions (Set-04):

1) f(x)=x^2 is one-one on R.

2) If f is one-one, inverse exists.

3) Odd function: f(−x)=−f(x).

4) Even function: f(−x)=f(x).

2 / 108

2. Select all correct statements about organic (Set-04):

1) Grignard reagent reacts with CO2 to give alcohol after workup.

2) PCC oxidizes primary alcohol to aldehyde.

3) SN2 is backside attack.

4) SN1 forms carbocation.

3 / 108

3. Oxidation state of Mn in KMnO4 is

1) +6

2) +7

3) +2

4) +4

4 / 108

4. Select all correct statements about equilibrium (Set-04):

1) Kc depends on temperature.

2) Catalyst does not change Kc.

3) At equilibrium forward rate = reverse rate.

4) If coefficients multiply by 2, K becomes K^2.

5 / 108

5. Match motion with acceleration.

1. Uniform circular

2. Free fall

3. SHM

6 / 108

6. A 15 V source drives 2.5 A. Equivalent resistance (Ω) is

1) 37.5

2) 0.167

3) 6.0

4) 6.0

7 / 108

7. [Extra-3] Match (List-I) with (List-II).

1. L32

2. L31

3. L33

8 / 108

8. Equation of line passing through (0,−2) with slope 3 is

1) y=3x−2

2) y=3x+2

3) y=−3x−2

4) y=x−2

9 / 108

9. A resistor 8 Ω carries 2 A. Voltage (V) is

10 / 108

10. Select all correct statements about kinetics (Set-04):

1) Rate law is determined experimentally.

2) Higher T generally increases k.

3) Order equals stoichiometric coefficient always.

4) t1/2 for first order is 0.693/k.

11 / 108

11. Select all correct statements about acids-bases (Set-04):

1) Lewis acid accepts e− pair.

2) Strong acids ionize completely.

3) pH + pOH = 14 at 25°C.

4) pH = −log[H+].

12 / 108

12. Area of triangle with base 10 and height 6 is

1) 20

2) 60

3) 30

4) 16

13 / 108

13. If z is purely real and |z|=7, then z can be

1) 7i or −7i

2) 7 or −7

3) 7+7i

4) −7+7i

14 / 108

14. Select all correct statements about solutions (Set-04):

1) Molarity is temperature independent.

2) Molality is temperature independent.

3) Boiling point elevation is colligative.

4) Osmotic pressure π=CRT for dilute solutions.

15 / 108

15. For SHM, maximum speed is proportional to

1) 1/Amplitude

2) Frequency only

3) Amplitude only

4) Amplitude × angular frequency

16 / 108

16. Select all correct statements about derivatives (Set-04):

1) d/dx(ln x)=1/x.

2) d/dx(sin x)=cos x.

3) d/dx(e^x)=x e^x.

4) d/dx(x^n)=n x^{n−1}.

17 / 108

17. If log_2 32 = x, then x is

1) 3

2) 6

3) 5

4) 4

18 / 108

18. Aromatic: which follows 6π electrons?

1) Benzene

2) Cyclobutadiene

3) Cyclooctatetraene

4) Ethene

19 / 108

19. For ideal gas, PV/nT equals

1) 0

2) 1

3) k

4) R

20 / 108

20. Select all correct statements about series (Set-04):

1) Sum first n naturals = n(n+1)/2.

2) Sum of first n squares = n(n+1)(2n+1)/6.

3) GP: tn=ar^{n−1}.

4) AP: tn=a+(n−1)d.

21 / 108

21. Match quantity with SI unit.

1. Potential difference

2. Magnetic field

3. Charge

22 / 108

22. Coordination number in [Fe(CN)6]4− is

1) 8

2) 2

3) 6

4) 4

23 / 108

23. Select all correct statements about trigonometry (Set-04):

1) tanθ=sinθ/cosθ.

2) sin^2θ+cos^2θ=1.

3) sin(2θ)=sinθ+cosθ.

4) cos(2θ)=cos^2θ−sin^2θ.

24 / 108

24. A coil has N=200. Flux changes by 0.05 Wb in 0.01 s. Induced emf (V) is

1) 1000.0

2) 0.5

3) 10

4) 100

25 / 108

25. Value of ∫_0^3 2 dx is

1) 2

2) 0

3) 3

4) 6

26 / 108

26. Select all correct statements about waves (Set-04):

1) When wave enters new medium, frequency stays same.

2) Frequency is set by source.

3) If speed decreases, wavelength increases (same f).

4) v=fλ.

27 / 108

27. Which is a Lewis base?

1) NH3

2) H+

3) BF3

4) AlCl3

28 / 108

28. Match reagent with use.

1. NaBH4

2. PCC

3. SOCl2

29 / 108

29. In photoelectric effect, increasing frequency (intensity fixed) increases

1) Threshold frequency decreases

2) Work function

3) Number of electrons only

4) Stopping potential

30 / 108

30. Molarity: 0.6 mol in 1.5 L is

31 / 108

31. [Extra-4] Match (List-I) with (List-II).

1. L42

2. L41

3. L43

32 / 108

32. A wave has f=80 Hz and λ=2.5 m. Speed (m/s) is

1) 160

2) 0.32

3) 32

4) 200

33 / 108

33. Select all correct statements about bonding (Set-04):

1) BF3 is electron deficient.

2) CO2 is linear.

3) XeF4 is square planar.

4) NH3 is a Lewis base.

34 / 108

34. For N2 + 3H2 ⇌ 2NH3, increasing pressure shifts equilibrium to

1) Depends only on catalyst

2) Right

3) No change

4) Left

35 / 108

35. Two identical capacitors connected in series gives equivalent capacitance

1) 2C

2) C

3) 4C

4) C/2

36 / 108

36. Evaluate ∫_0^4 x dx.

37 / 108

37. Select all correct statements about circular motion (Set-04):

1) Centripetal force does zero work in uniform circular motion.

2) Speed must change in uniform circular motion.

3) Direction of velocity changes.

4) Centripetal acceleration is v^2/r.

38 / 108

38. Select all correct statements about vectors (Set-04):

1) If a·b=0 and a,b non-zero then perpendicular.

2) a×b=b×a.

3) a·a=|a|^2.

4) a×a=0.

39 / 108

39. Match equation with shape.

1. y=mx+c

2. x^2+y^2=r^2

3. (x−a)^2+(y−b)^2=r^2

40 / 108

40. Select all correct statements about current electricity (Set-04):

1) Parallel: same voltage.

2) Power can be V^2/R.

3) Req(parallel) > each resistor.

4) Series: same current.

41 / 108

41. If P(A)=0.18 then P(A^c) is

42 / 108

42. If Kc=0.04 for A⇌B, then Kc for 3A⇌3B is

43 / 108

43. Magnitude of vector (6,8,0) is

44 / 108

44. [Extra-4] Match (List-I) with (List-II).

1. L42

2. L41

3. L43

45 / 108

45. Electric field 400 N/C on charge 3 μC. Force (mN)

46 / 108

46. Moles in 11 g CO2 is

1) 0.25

2) 2

3) 1

4) 0.5

47 / 108

47. Strong hydrogen bonding is in

1) HI

2) HF

3) HCl

4) HBr

48 / 108

48. A charge moves with velocity perpendicular to uniform magnetic field. Magnetic force magnitude is

1) qv/B

2) qvB

3) qB/v

4) 0

49 / 108

49. Select all correct statements about probability (Set-04):

1) Independent => P(A∩B)=P(A)P(B).

2) P(A^c)=1+P(A).

3) P(A∪B)=P(A)+P(B)−P(A∩B).

4) Mutually exclusive => P(A∩B)=0.

50 / 108

50. Select all correct statements about gravitation (Set-04):

1) Potential energy is positive for bound orbit.

2) Escape speed depends on planet mass and radius.

3) Orbital speed v=√(GM/r).

4) Weight decreases with altitude.

51 / 108

51. Salt giving acidic solution:

1) CH3COONa

2) KNO3

3) NaCl

4) NH4Cl

52 / 108

52. Moles in 4.48 L gas at STP is

53 / 108

53. Select all correct statements about EMI (Set-04):

1) Direction by Lenz’s law.

2) Flux can change by changing area.

3) emf=−N dΦ/dt.

4) Induced current aids the change.

54 / 108

54. At resonance in series LCR circuit, power factor is

1) 0

2) <1 always

3) >1

4) 1

55 / 108

55. If k=0.005 s^-1 (first order), t1/2 (s)=0.693/k is

56 / 108

56. Value of 9P3 equals

1) 216

2) 504

3) 720

4) 84

57 / 108

57. Distance between (−3,−4) and (0,0) is

58 / 108

58. If events A,B are mutually exclusive, then P(A∩B) equals

1) 0

2) P(A)+P(B)

3) 1

4) P(A)P(B)

59 / 108

59. Work done to raise 50 N by 2.4 m (J)

60 / 108

60. Select all correct statements about determinants (Set-04):

1) If det(A)=0 then A not invertible.

2) det(I)=0.

3) det(AB)=det(A)det(B).

4) det(kA)=k det(A) for 2×2.

61 / 108

61. A particle in circle radius 3 m speed 9 m/s. Centripetal acceleration (m/s²) is

1) 81

2) 3

3) 18

4) 27

62 / 108

62. Wave: v=300 m/s, f=150 Hz. λ (m)

63 / 108

63. Select all correct statements about optics (Set-04):

1) n=c/v.

2) Frequency unchanged in refraction.

3) For normal incidence, i=r=0.

4) Critical angle exists only for denser→rarer.

64 / 108

64. Select all correct statements about capacitors (Set-04):

1) C depends on geometry and dielectric.

2) Energy stored is (1/2)CV^2.

3) In series, equivalent capacitance decreases.

4) Q=CV.

65 / 108

65. Sum 3+6+12+…+3·2^7 equals

1) 384

2) 381

3) 765

4) 768

66 / 108

66. [Extra-4] Match (List-I) with (List-II).

1. L42

2. L43

3. L41

67 / 108

67. Number of ways to choose 3 objects from 8 is

1) 64

2) 24

3) 16

4) 56

68 / 108

68. A convex lens has f=20 cm. If object is at 30 cm from lens, image distance (cm) is

1) 20

2) 30

3) 60

4) 15

69 / 108

69. A stone is thrown vertically upward with speed 26 m/s. (g=9.8). Maximum height (m) is closest to

1) 34.49

2) 26.0

3) 69.0

4) 34.5

70 / 108

70. Compute 11C3.

71 / 108

71. A particle with speed 10 m/s in circle radius 5 m has centripetal acceleration (m/s²)

72 / 108

72. If (x+3)(x−5)=0, then x is

1) −3 or 5

2) 0

3) 3 or −5

4) 8

73 / 108

73. If det(A)=−3 for 3×3 matrix A, then det(2A) equals

1) −12

2) −24

3) −3

4) −6

74 / 108

74. Standard enthalpy of combustion is enthalpy change when 1 mol of substance burns completely in

1) Air only

2) Any oxidant

3) Vacuum

4) O2 under standard conditions

75 / 108

75. A rod length 0.4 m moves at 5 m/s in B=1.2 T perpendicular. Emf (V) is

1) 2.4

2) 0.24

3) 2.4

4) 24

76 / 108

76. Mass of 0.1 mol O2 is (g)

77 / 108

77. The oxidizing agent is the one that

1) Always gains oxygen

2) Always loses H

3) Gets oxidized

4) Gets reduced

78 / 108

78. Number of real roots of x^2−2x+1=0 is

1) 0

2) Infinite

3) 1

4) 2

79 / 108

79. If f(x)=ln(x^2), then f'(x) (x≠0) equals

1) 2/x

2) 2x

3) 1/x

4) x^2

80 / 108

80. Reagent to reduce aldehyde to primary alcohol is

1) O3

2) NaBH4

3) PCC

4) SOCl2

81 / 108

81. If orbital radius of a satellite becomes 9r (same planet), speed becomes

1) 3v

2) 9v

3) v/9

4) v/3

82 / 108

82. Select all correct statements about coordination (Set-04):

1) Chelation increases stability.

2) Ligands donate electron pairs.

3) Oxidation state always equals coordination number.

4) Square planar complexes can show cis-trans.

83 / 108

83. pOH of 10^-3 M strong base is

1) 14

2) 3

3) 7

4) 11

84 / 108

84. Select all correct statements about coordinate geometry (Set-04):

1) Equation x^2+y^2=r^2 is circle at origin.

2) Distance formula uses √((Δx)^2+(Δy)^2).

3) Midpoint averages coordinates.

4) Slope of vertical line is undefined.

85 / 108

85. Value of 8! is

86 / 108

86. Select all correct statements about periodicity (Set-04):

1) Effective nuclear charge increases across period.

2) Atomic radius increases down group.

3) Ionization energy generally decreases down group.

4) Electronegativity generally decreases down group.

87 / 108

87. Value of cos(60°) is

1) √3/2

2) 0

3) 1/2

4) 1

88 / 108

88. Light goes from air to glass (n=1.6). Speed in glass equals

1) 1.6c

2) c

3) 0

4) c/1.6

89 / 108

89. Select all correct statements about modern physics (Set-04):

1) Stopping potential depends on frequency.

2) Intensity affects number of photoelectrons.

3) Kmax=hν−ϕ.

4) Threshold frequency depends on work function.

90 / 108

90. A force 12 N acts on mass 3 kg. Acceleration (m/s²) is

91 / 108

91. Atoms per unit cell in FCC is

92 / 108

92. Match solid lattice with atoms per cell.

1. SC

2. FCC

3. BCC

93 / 108

93. Match ligand with field strength (relative).

1. CN−

2. H2O

3. F−

94 / 108

94. If a×b=0 and a,b non-zero, then vectors are

1) Perpendicular

2) Always equal magnitude

3) Independent

4) Parallel

95 / 108

95. Match phenomenon with statement.

1. TIR

2. Resonance

3. Photoelectric

96 / 108

96. IUPAC name of CH3–CO–CH2–CH3 is

1) Butanal

2) Propanone

3) Butan-1-ol

4) Butan-2-one

97 / 108

97. If a=7, d=5, find 8th term of AP.

98 / 108

98. Oxidation state of Cl in ClO3− is

99 / 108

99. Strong field ligand among: H2O, NH3, CN−, F− is

1) CN−

2) F−

3) NH3

4) H2O

100 / 108

100. A capacitor 8 μF charged to 25 V stores energy (mJ) is

1) 2.5

2) 25

3) 2.5

4) 0.25

101 / 108

101. Match term with meaning.

1. Independent

2. Exclusive

3. Complement

102 / 108

102. Two blocks (1 kg and 4 kg) connected by string on frictionless surface pulled by 20 N. Acceleration (m/s²) is

1) 10.0

2) 4.0

3) 5.00

4) 2.00

103 / 108

103. Distance between (2,−1) and (−4,5) is

1) 8

2) √72

3) 4√2

4) 6√2

104 / 108

104. Two resistors 9 Ω and 3 Ω in series: Req (Ω)

105 / 108

105. A capacitor 5 μF at 40 V has charge (μC)

106 / 108

106. If det(A)=7 for 2×2 matrix A, det(−A) equals

107 / 108

107. pH of 10^-4 M HNO3 is

108 / 108

108. Primary alcohol oxidized with KMnO4 gives

1) Carboxylic acid

2) Ketone

3) Aldehyde

4) Alkene

The average score is 0%

Rate this mock test

Thank you for your feedback.

Report a question

Please fill your details to access the mock test

Leave a Comment Cancel Reply