BITSAT 2026 April 16 Question Paper with Solutions (Out): Download Shift 1 & 2 PDFs, Paper Analysis

Download BITSAT 2026 April 16 Question Paper with Solutions

The BITSAT 2026 April 16 Question Paper with Solutions PDF is updated here. Students can download the question paper and use it to compare their answers with the solutions and calculate their expected scores. The download link will be activated right after the exam.

BITSAT April 16 2026 Question Paper with Solutions

The BITSAT April 16 2026 question paper will be useful for both students who will be appearing on 16 April and for those who have their exam scheduled on later dates. The question paper helps students identify their mistakes and errors, and future candidates can go through the question paper to know the difficulty level of the exam and exam pattern. The BITSAT 2026 April 16 question paper will be added in this section right after the completion of the exam.

BITSAT 2026 April 16 Memory-Based Questions Shift 1

The question paper will contain memory-based questions, which are the questions that are collected from students who remember the questions asked in the paper. The memory-based questions are given below:

1. A mass of a block is kept on a wedge with a coefficient of friction of 0.5, and the acceleration is horizontal(in the direction of the wedge to the block). What will be the minimum acceleration to stop the block from going down the wedge

2. LR had: Some cashmere jackets are fashionable, some cashmere jackets are not suede, no suede jacket was fashionable (and 2 more of this type)

3. Probability 3Qs from topic: Binomial Distribution

4. Matrix if A is $[100010321]^* 3$ form what is $\mathrm{A}^{\wedge} 100$

5. If a person has to go on a round trip from Hyderabad to Goa, such that he does not return in the same bus on the forward journey. No of buses available for this trip is 25 . What will be the no of ways?

6. If $f: R$ to $R$ and $g: R$ to $R$ but $g(x)$ not equals to 0 for all $R$. Also, $\mathrm{f}=\mathrm{f}$ inverse, then make an inference about f and fog about continuity and differentiability

7. $\cot^{-1}2 - \cot^{-1}8 - \cot^{-1}18 - \ldots$ value?

8. Term Independent of X in expansion OF $(1+X)^N \left(1+\frac{1}{X}\right)^N$.

9. S-block reaction of quicl slime and Slaked lime. The metals were replaced as "M"

10. In the pulley problem, tensions were given, unke beech ka relation?

11. Two initial concentrations and the rate of reaction for those concentrations were given. Calculate Rate Constant.

12. LPP To minimise function z

BITSAT 2026 April 16 Memory-Based Questions Shift 2

The question paper will contain memory-based questions, which are the questions that are collected from students who remember the questions asked in the paper. The memory-based questions are given below:

CHEMISTRY

Q1) Structure of Claisen condensation product = ?

Q2) Oxidation of glucose with Br₂/H₂O followed by hydrolysis gives – ?

Q3) $\mathrm{HO}_2 \mathrm{CCH}_2 \mathrm{CH}=\mathrm{CHCH}_2 \mathrm{CO}_2 \mathrm{H}$+ 1,3-butadiene + heat → ?

Q4) Chemical formula of: quicklime, slaked lime, plaster of Paris, gypsum, sodalime, caustic soda

Q5) Epibatidine acts as a painkiller by:?

Q6) An electron is accelerated through a potential $900\text{ V}$. The approximate wavelength of an electron is (in picometers).

Q7) An element M upon heating transforms from BCC to CCP structure. The ratio of the density of the CCP to the BCC structure is $?$

Q8) What is the molar conductivity of a strong electrolyte at low concentration?

Q9) Hydrogen peroxide is $\_\_\_\_$ agent?

Q10) Normalisation of a wave function $\psi$ in mathematical terms =?

PHYSICS

Q1) An inclined plane makes an angle of $45^\circ$. A circular loop rolls down with acceleration $a$. Write $a$ in terms of $g$?

Q2) Combustion of fuel–air mixture at $3100,K$ and exhaust gases leave the cylinder piston assembly at $300,K$. Calculate efficiency of Carnot engine.

Q3) $2,\text{kg}$ particle 1-D motion potential $U(x) = x^2 + x^4$. Particle released from rest $x = 1,\text{m}$, $V(x=1)=0$. Acceleration at $x = 0$ of particle is?

Q4) What does not have energy band gap?
• metals • insulators • semiconductors

Q5) Match the following

Q6) Unit of length in CGS system is ______

Q7) Speed: $v(x) = 2x^2 + 1 \text{ m/s}$
At $x = 1 \text{ m}$, acceleration $= ?$

Q8) At sea level water boils $T_s$, at 1 km above water boils $T_m$, how are related?

MATHS

Q1) If the variance of the distribution is zero, then?

Q2) $y = \sin x$, $y = \cos x$, ordinates $x = 0$, $x = \pi$, above x-axis — the area = ?

Q3) The standard deviation of a data is 5, then variance is = ?

Q4) $y^2 + \left(x - \frac{1}{y}\right)\frac{dy}{dx} = 0$, find solution.

Q5) A fair coin is tossed 4 times. Find the mean of number of heads.

Q6) $\lim_{x \to 0} \frac{e^x - \cos x - x}{x^2} = ?$

Q7) Max: $Z = mx + ny$
subject to $x + y \leq 6$, $x \geq 0$, $y \geq 0$
$m, n \in {1,2,3,4,5,6}$

Q8) $P(A) = 0.5$, $P(B) = 0.6$
$P(C) = 0.4$, $P(A \cap B) \geq 0.3$
$P(B \cap C) = 0.2$, $P(A \cap C) = 0.1$
$P(A \cup B \cup C) = ?$

Q9) $(\sigma x - a)^2 + (\sigma y - b)^2 = r^2$
The order of the differential equation representing the same family is?

Q10)5 red balls, 7 blue balls are taken out without replacement.
$P(X = 2)$, where $X =$ number of red balls.

Q11) Minimize:
$Z = -2x - y$
Subject to:
$x + y \leq 1,; 2x + 2y \geq 1$
$x, y \leq 0$

Q12) $(\sin \alpha + \cos \alpha)^2 = 0.89$
Then $\alpha$ is in which quadrant?

Q13) Parabola:
$y^2 = 8x$
Distance between focus and directrix $=?$

ENGLISH

Q1) info. you gave was useful.

Q2) Tame their spirits. ?

Q3) I went to coach because of feeling ill.

Q4) Correct spelling of – meticulous

Q5) Someone who kills one’s own sister?

Q6) 1 passage on air pollution in Delhi

LOGICAL REASONING

Q1) FDS, JHW, NLA, ?

Q2)

— open it figure.

Q3) Syllogism – 3

Q4) 987654, 9876543, 98765, 98767 — find odd.

Q5) MOON, NOON, SOON, BOOK — odd one.

BITSAT 2026 April 16 Question Paper Analysis

Along with the question paper, a detailed analysis is also be provided in this section. In the analysis, we will cover subject-wise difficulty level, key concepts, and repeated questions.

BITSAT 2026 April 16 Shift 1 Analysis

The analysis of the BITSAT 2026 April 15 Shift 1 paper will be updated.

BITSAT 2026 April 16 Shift 2 Analysis

The analysis for the BITSAT 2026 April 16 Shift 2 will be uploaded here.

BITSAT Previous Year Question Paper

The BITSAT Previous Years’ Question Paper plays an important role in the preparation. They help students understand the exam pattern, question style, and speed and accuracy needed in the exam. Students should solve the previous year's papers as they help in improving time management and building confidence. By solving these papers, students also get to know which topics are repeated in the exam over the years. Below, we have provided the link for the previous year's question papers, so students can go through them to know the common question types.

BITSAT 2026 Exam Overview

It is important to have the basic knowledge, such as the syllabus and exam pattern, about an exam before you start preparing for it. Below, we have provided a detailed overview of the BITSAT exam 2026.

Last-Minute Tips For BITSAT 2026 April 16 Paper

For students appearing for the BITSAT 2026 April 16 paper, keeping your revision light and being focused is very important. Do not try to study new topics at the last moment. Below are a few last-minute tips that every student should follow before going into the exam hall:

• Revise important formulas of Physics and Chemistry, as direct formula-based questions may come in the exam.

• Go through the important concepts of chemistry

• Practice the easy and medium-level questions

• Practice managing time; do not spend too much time on one question.

• Keep your calm, stay healthy, and sleep well.