Yakeen NEET 3.0 (2025)
PRACTICE TEST - 01
DURATION
DURATION ::200
90 Minutes
Minutes DATE : 11/08/2024 M. MARKS : 720
Topics Covered
Physics : Basic Maths & Calculus (Mathematical Tools), Vectors (Complete Chapter)
Chemistry : Some Basic Concept of Chemistry (Complete Chapter), Redox Reaction (Complete Chapter), Solutions:
Binary Solution, Concentration Terms, Solubility, Vapour Pressure, Vapour Pressure of Liquid - Liquid
Solutions, Ideal and Non-ideal Solutions, Colligative Properties
Biology : (Botany): Cell - The Unit of Life (Complete Chapter)
(Zoology): Structural Organization in Animals (Complete Chapter), Breathing and Exchange of Gases:
Introduction to breathing and respiration, Respiratory organs, Human respiratory system, Mechanism
of breathing, Respiratory volumes and capacities, Exchange of gases, Respiratory pigment
General Instructions:
1. Immediately fill in the particulars on this page of the test booklet.
2. The test is of 3 hours 20 min. duration.
3. The test booklet consists of 200 questions. The maximum marks are 720.
4. There are four Section in the Question Paper, Section I, II, III & IV consisting of Section-I (Physics), Section-II
(Chemistry), Section-III (Botany) & Section IV (Zoology) and having 50 Questions in each Subject and each
subject is divided in two Section, Section A consisting 35 questions (all questions are compulsory) and
Section B consisting 15 Questions (Any 10 questions are compulsory).
5. There is only one correct response for each question.
6. Each correct answer will give 4 marks while 1 Mark will be deducted for a wrong MCQ response.
7. No student is allowed to carry any textual material, printed or written, bits of papers, pager, mobile phone,
any electronic device, etc. inside the examination room/hall.
8. On completion of the test, the candidate must hand over the Answer Sheet to the Invigilator on duty in the
Room/Hall. However, the candidates are allowed to take away this Test Booklet with them.
OMR Instructions:
1. Use blue/black dark ballpoint pens.
2. Darken the bubbles completely. Don't put a tick mark or a cross mark where it is specified that you fill the
bubbles completely. Half-filled or over-filled bubbles will not be read by the software.
3. Never use pencils to mark your answers.
4. Never use whiteners to rectify filling errors as they may disrupt the scanning and evaluation process.
5. Writing on the OMR Sheet is permitted on the specified area only and even small marks other than the
specified area may create problems during the evaluation.
6. Multiple markings will be treated as invalid responses.
7. Do not fold or make any stray mark on the Answer Sheet (OMR).
Name of the Student (In CAPITALS) : _______________________________________________________________
Roll Number : _____________________________________________________________________________________________
OMR Bar Code Number : ________________________________________________________________________________
Candidate’s Signature : _______________________________ Invigilator’s Signature _____________________
, [Practice Test-01 | Yakeen NEET 3.0 (2025) | 11/08/2024]
Basic Maths & Calculus (Mathematical Tools), Vectors (Complete Chapter)
SECTION-(I) PHYSICS
SECTION-A x2 dy
1. 2 sin 45° cos 45° is equal to: 7. If y = 3 x3 + + 3 then value of when x = 2
2 dx
(1) 2 (2) 1 is:
1 (1) 20 (2) 11
(3) (4) None of these
2 (3) 0 (4) None of these
2. Find the value of n if: 8. sin A is equal to:
3 5 A A
= 2+ (1) 2sin 2 1 (2) 2cos2 1
n 2 2 2
(1) 3/2 (2) 3 A A
(3) 2sin cos (4) 2 sin A cos A
(3) 2/3 (4) 5/2 2 2
3. Find the value of log10 25 + log10 4 : d 1
9. x + + log x + tan x :
dx x
(1) 25 (2) 10
1
(3) 4 (4) 2 (1) 1 2
sec 2 x
x
4. Which graph is the best representation for the 1
(2) 1 sec 2 x
given equation, y = 2x – 1: x
1 1
(3) 1 2 sec 2 x
x x
(1) (2)
1 1
(4) 1 – 2
sec 2 x
x x
dy
10. y = sec x + tan x, value of is:
dx
(3) (4)
(1) sec2 x + tan x
(2) tan2 x + sec x
(3) sec x(tan x + sec x)
(4) sec x(1 + sec x)
5. Find the sum of given series
11. Find the value of cos (330°).
GMm 1 1
=F 2
1 + + + .... ∞ . (1) sin 45° (2) –cos 30°
r 2 4
(3) cos 60° (4) sin 60°
2GMm 2GMm
(1) F = 2
(2) F =
r r 12. If tan θ = 5/12; then what is the value of 3 sin θ +
2GMm 2 cos θ.
(3) F = (4) None of these
r3 (1) 3 (2) 4
(3) 6 (4) 12
6. If y = –x2 then draw graph between y and x.
13. If y = sin 2θ then find ‘θ’ where y will be
maximum:
(1) (2) (1) 90° (2) 60°
(3) 45° (4) 32°
14. The sum of the series 1 + 1/4 + 1/16 + 1/64 + ⋯ ∞
is:
(3) (4) (1) 8/7 (2) 6/5
(3) 5/4 (4) 4/3
, 15. The slope of graph in figure at point A, B and C is 22. ( )
A force 2iˆ + 2 ˆj N displaces an object through a
mA, mB and mC respectively, then:
displacement (2iˆ − 3 ˆj ) m . The work (W= F ⋅ S )
done is:
(1) 2 J
(2) –2 J
(3) 5 J
(1) mA > mB > mC (4) 13 J
(2) mA < mB < mC
(3) mA = mB = mC 23. If a vector 2iˆ + 3 ˆj + 8kˆ is perpendicular to the
(4) mA = mB < mC vector 4 ˆj − 4iˆ + αkˆ . Then the value of α :
(1) –1
16. The equation x2 + 8x + 12 = 0 has.
(2) 1/2
(1) No root (2) One root
1
(3) Two root (4) Four roots (3) −
2
(4) 1
2
17. ∫ 3x dx :
(1) x3 + C (2) 6x + C 24. For the figure:
(3) 2x2 + C (4) x2 + C
∫(x )
2
18. + sin x + 3 dx :
x3
(1) + cos x + 3 x + C
3 (1) A+ B = C
x3 (2) B + C = A
(2) − cos x + 3 x + C
3
(3) C + A = B
x3
(3) + cos x − 3 x + C 0
(4) A + B + C =
3
x3 25. If two vectors 2iˆ + 3 ˆj − kˆ and −4iˆ − 6 ˆj + λkˆ are
(4) − cos x − 3 x + C
3
parallel to each other then value of λ be:
(1) 0
x 1
19. ∫ e + dx :
x
(2) 2
(3) 3
(1) ex – log x + C (4) 4
1
(2) e x − 2 + C 26. Given below are two statements:
x
Statement I: The scalar product of two vectors
1
(3) e x + +C can be zero.
x2 Statement II: If two vectors are perpendicular to
(4) ex + log x + C each other, their scalar product will be zero.
In the light of the above statements, choose the
1 most appropriate answer from the options given
x
20. ∫e dx : below:
0
(1) Statement I is correct but Statement II is
(1) ex (2) 1 incorrect.
(3) 0 (4) e – 1 (2) Statement I is incorrect but Statement II is
correct.
(3) Both Statement I and Statement II are
21. If P ⋅ Q =− PQ , then angle between P and Q is :
correct.
(1) 0° (2) 180° (4) Both Statement I and Statement II are
(3) 45° (4) 60° incorrect.
PRACTICE TEST - 01
DURATION
DURATION ::200
90 Minutes
Minutes DATE : 11/08/2024 M. MARKS : 720
Topics Covered
Physics : Basic Maths & Calculus (Mathematical Tools), Vectors (Complete Chapter)
Chemistry : Some Basic Concept of Chemistry (Complete Chapter), Redox Reaction (Complete Chapter), Solutions:
Binary Solution, Concentration Terms, Solubility, Vapour Pressure, Vapour Pressure of Liquid - Liquid
Solutions, Ideal and Non-ideal Solutions, Colligative Properties
Biology : (Botany): Cell - The Unit of Life (Complete Chapter)
(Zoology): Structural Organization in Animals (Complete Chapter), Breathing and Exchange of Gases:
Introduction to breathing and respiration, Respiratory organs, Human respiratory system, Mechanism
of breathing, Respiratory volumes and capacities, Exchange of gases, Respiratory pigment
General Instructions:
1. Immediately fill in the particulars on this page of the test booklet.
2. The test is of 3 hours 20 min. duration.
3. The test booklet consists of 200 questions. The maximum marks are 720.
4. There are four Section in the Question Paper, Section I, II, III & IV consisting of Section-I (Physics), Section-II
(Chemistry), Section-III (Botany) & Section IV (Zoology) and having 50 Questions in each Subject and each
subject is divided in two Section, Section A consisting 35 questions (all questions are compulsory) and
Section B consisting 15 Questions (Any 10 questions are compulsory).
5. There is only one correct response for each question.
6. Each correct answer will give 4 marks while 1 Mark will be deducted for a wrong MCQ response.
7. No student is allowed to carry any textual material, printed or written, bits of papers, pager, mobile phone,
any electronic device, etc. inside the examination room/hall.
8. On completion of the test, the candidate must hand over the Answer Sheet to the Invigilator on duty in the
Room/Hall. However, the candidates are allowed to take away this Test Booklet with them.
OMR Instructions:
1. Use blue/black dark ballpoint pens.
2. Darken the bubbles completely. Don't put a tick mark or a cross mark where it is specified that you fill the
bubbles completely. Half-filled or over-filled bubbles will not be read by the software.
3. Never use pencils to mark your answers.
4. Never use whiteners to rectify filling errors as they may disrupt the scanning and evaluation process.
5. Writing on the OMR Sheet is permitted on the specified area only and even small marks other than the
specified area may create problems during the evaluation.
6. Multiple markings will be treated as invalid responses.
7. Do not fold or make any stray mark on the Answer Sheet (OMR).
Name of the Student (In CAPITALS) : _______________________________________________________________
Roll Number : _____________________________________________________________________________________________
OMR Bar Code Number : ________________________________________________________________________________
Candidate’s Signature : _______________________________ Invigilator’s Signature _____________________
, [Practice Test-01 | Yakeen NEET 3.0 (2025) | 11/08/2024]
Basic Maths & Calculus (Mathematical Tools), Vectors (Complete Chapter)
SECTION-(I) PHYSICS
SECTION-A x2 dy
1. 2 sin 45° cos 45° is equal to: 7. If y = 3 x3 + + 3 then value of when x = 2
2 dx
(1) 2 (2) 1 is:
1 (1) 20 (2) 11
(3) (4) None of these
2 (3) 0 (4) None of these
2. Find the value of n if: 8. sin A is equal to:
3 5 A A
= 2+ (1) 2sin 2 1 (2) 2cos2 1
n 2 2 2
(1) 3/2 (2) 3 A A
(3) 2sin cos (4) 2 sin A cos A
(3) 2/3 (4) 5/2 2 2
3. Find the value of log10 25 + log10 4 : d 1
9. x + + log x + tan x :
dx x
(1) 25 (2) 10
1
(3) 4 (4) 2 (1) 1 2
sec 2 x
x
4. Which graph is the best representation for the 1
(2) 1 sec 2 x
given equation, y = 2x – 1: x
1 1
(3) 1 2 sec 2 x
x x
(1) (2)
1 1
(4) 1 – 2
sec 2 x
x x
dy
10. y = sec x + tan x, value of is:
dx
(3) (4)
(1) sec2 x + tan x
(2) tan2 x + sec x
(3) sec x(tan x + sec x)
(4) sec x(1 + sec x)
5. Find the sum of given series
11. Find the value of cos (330°).
GMm 1 1
=F 2
1 + + + .... ∞ . (1) sin 45° (2) –cos 30°
r 2 4
(3) cos 60° (4) sin 60°
2GMm 2GMm
(1) F = 2
(2) F =
r r 12. If tan θ = 5/12; then what is the value of 3 sin θ +
2GMm 2 cos θ.
(3) F = (4) None of these
r3 (1) 3 (2) 4
(3) 6 (4) 12
6. If y = –x2 then draw graph between y and x.
13. If y = sin 2θ then find ‘θ’ where y will be
maximum:
(1) (2) (1) 90° (2) 60°
(3) 45° (4) 32°
14. The sum of the series 1 + 1/4 + 1/16 + 1/64 + ⋯ ∞
is:
(3) (4) (1) 8/7 (2) 6/5
(3) 5/4 (4) 4/3
, 15. The slope of graph in figure at point A, B and C is 22. ( )
A force 2iˆ + 2 ˆj N displaces an object through a
mA, mB and mC respectively, then:
displacement (2iˆ − 3 ˆj ) m . The work (W= F ⋅ S )
done is:
(1) 2 J
(2) –2 J
(3) 5 J
(1) mA > mB > mC (4) 13 J
(2) mA < mB < mC
(3) mA = mB = mC 23. If a vector 2iˆ + 3 ˆj + 8kˆ is perpendicular to the
(4) mA = mB < mC vector 4 ˆj − 4iˆ + αkˆ . Then the value of α :
(1) –1
16. The equation x2 + 8x + 12 = 0 has.
(2) 1/2
(1) No root (2) One root
1
(3) Two root (4) Four roots (3) −
2
(4) 1
2
17. ∫ 3x dx :
(1) x3 + C (2) 6x + C 24. For the figure:
(3) 2x2 + C (4) x2 + C
∫(x )
2
18. + sin x + 3 dx :
x3
(1) + cos x + 3 x + C
3 (1) A+ B = C
x3 (2) B + C = A
(2) − cos x + 3 x + C
3
(3) C + A = B
x3
(3) + cos x − 3 x + C 0
(4) A + B + C =
3
x3 25. If two vectors 2iˆ + 3 ˆj − kˆ and −4iˆ − 6 ˆj + λkˆ are
(4) − cos x − 3 x + C
3
parallel to each other then value of λ be:
(1) 0
x 1
19. ∫ e + dx :
x
(2) 2
(3) 3
(1) ex – log x + C (4) 4
1
(2) e x − 2 + C 26. Given below are two statements:
x
Statement I: The scalar product of two vectors
1
(3) e x + +C can be zero.
x2 Statement II: If two vectors are perpendicular to
(4) ex + log x + C each other, their scalar product will be zero.
In the light of the above statements, choose the
1 most appropriate answer from the options given
x
20. ∫e dx : below:
0
(1) Statement I is correct but Statement II is
(1) ex (2) 1 incorrect.
(3) 0 (4) e – 1 (2) Statement I is incorrect but Statement II is
correct.
(3) Both Statement I and Statement II are
21. If P ⋅ Q =− PQ , then angle between P and Q is :
correct.
(1) 0° (2) 180° (4) Both Statement I and Statement II are
(3) 45° (4) 60° incorrect.
