JEE Mains 27 November Daily Practice Questions for 2025 Session 1 with Solution

JEE Mains 27 November Daily Practice Questions for 2025 Session 1 with Solution: The JEE Main session 1 exams for the next academic year are set to be conducted in the last week of January 2025, candidates preparing for the exams can find the daily practice questions here. JEE Mains 27 November Daily Practice Questions for 2025 Session 1 with Solution will help candidates practice solving the exam, making them better prepared for the D-day. As the JEE Main DPP Session 1 2025 27 November has been put together from previous year question papers, sample papers and preparation material from coaching centres.

Also Read: JEE Mains 2025 Session 1 Application Correction Open: Last Date, Instructions

JEE Mains DPP Session 1 2024 with Solutions|

• JEE Mains 26 November Daily Practice Questions for 2025 Session 1 with Solution
  
• JEE Mains 28 November Daily Practice Questions for 2025 Session 1 with Solution
• JEE Mains 4 December Daily Practice Questions for 2025 Session 1 with Solution
• JEE Mains 5 December Daily Practice Questions for 2025 Session 1 with Solution
• JEE Mains 6 December Daily Practice Questions for 2025 Session 1 with Solution
• JEE Mains 8 December Daily Practice Questions for 2025 Session 1 with Solution
• JEE Mains 10 December Daily Practice Questions for 2025 Session 1 with Solution
• JEE Mains 11 December Daily Practice Questions for 2025 Session 1 with Solution
• JEE Mains 12 December Daily Practice Questions for 2025 Session 1 with Solution
• JEE Mains 15 December Daily Practice Questions for 2025 Session 1 with Solution
• JEE Mains 17 December Daily Practice Questions for 2025 Session 1 with Solution

JEE Mains 27 November Daily Practice Questions for 2025 Session 1 with Solution

JEE Mains 27 November Physics Daily Practice Questions for 2025 Session 1 with Solution

Question 1: In an LC oscillating circuit, the inductance is L=75 mH and the capacitance is C=30 mF. The maximum charge on the capacitor is 2.7×10−4 C. What is the maximum current through the circuit?
(1) 0.18 A
(2) 0.24 A
(3) 0.72 A
(4) 0.92 A
Answer: (1)

Question 2: The average speed of nitrogen gas (N2​) molecules at 27^∘C is:
(1) 476 m/s
(2) 470 m/s
(3) 480 m/s
(4) 490 m/s4
Answer: (1)

Question 3: A planet has a mass 16 times that of Earth and a radius 4 times that of Earth. What is the ratio of the escape speed on the planet to that on Earth?
(1) 2:1
(2) 1:2
(3) 1:4
(4) 4:1
Answer: (1)

Question 4: A body of mass 5 kg is in equilibrium under the action of three forces $,$ and F3​, where F2=6 N and F3=8 N act perpendicular to each other. If F1​ is removed, what is the acceleration of the body?
(1) 2 m/s2
(2) 3 m/s2
(3) 4 m/s2
(4) 5 m/s2
Answer: (3)

Question 5: Why are two different lenses used in a telescope?
(1) To reduce spherical aberration
(2) To increase magnification
(3) To increase the focal length
(4) To capture more light
Answer: (2)

JEE Mains 27 November Chemistry Daily Practice Questions for 2025 Session 1 with Solution

Question 1: Prolonged heating of ferrous ammonium sulfate should be avoided to prevent which of the following?
(1) Hydrolysis
(2) Oxidation
(3) Breaking
(4) Reduction
Answer: (2)

Question 2: A mixture of $A$, B, and C is passed through a column with an adsorbent for separation. When a solvent is used, A elutes first and B elutes last. What can be inferred about B?
(1) Low Rf​, strong adsorption
(2) High Rf​, less adsorption
(3) Low Rf, weakly adsorbed
(4) High Rf​, strong adsorption
Answer: (1)

Question 3: Which of the following has the lowest boiling point?
(1) Cs
(2) K
(3) Rb
(4) That
Answer: (1)

Question 4: A red precipitate is formed with Benedict’s solution. Which of these compounds produces this result?
(1) Sucrose
(2) DNA
(3) Glucose
(4) RNA
Answer: (3)

Question 5: The critical temperatures (in °C) of substances A, B, C, and D are 166.5, 128.5, 20.3, and 5.3 respectively. Arrange these in order of adsorption.
(1) D>C>B>A
(2) C>D>A>B
(3) B>A>C>D
(4) A>B>C>D
Answer: (1)

JEE Mains 27 November Mathematics DPP for 2025 Session 1 with Solution

Problem 1: Consider the arithmetic sequence 2,5,8,11,… What is the sum of the first 10 terms of this sequence?
(1) 130
(2) 120
(3) 110
(4) 100
Solution: (1)

Problem 2: How many 7-digit numbers can be formed using the digits 1,2,3,…,7 without repetition, if the substrings 154 and 2367 are not allowed?
(1) 4896
(2) 4899
(3) 4897
(4) 4898
Solution: (4)

Problem 3: The terms a1,a2, and a5​ are in geometric progression. Their mean is 31/10, and the variance is m/n​. If the mean of their reciprocals is 3140​, find m+n.
(1) 211
(2) 209
(3) 429
(4) 113
Solution: (2)

Problem 4: In the expansion of (1+x)ⁿ⁺², the ratio of three consecutive terms is 1:3:5. What is the sum of these terms?
(1) 43
(2) 63
(3) 64
(4) 41
Solution: (2)

Problem 5: The numbers 3,8,13,…,373 form an arithmetic progression. Find the sum of the terms in this sequence that are not divisible by 3.
(1) 9525
(2) 8340
(3) 93100
(4) 7325
Solution: (1)