BCECE Lateral Entry Syllabus 2023: इस बार पॉलिटेक्निक कॉलेज मे एडमिशन पक्का, जाने पूरा सेलेबस और परीक्षा पैर्टन?

BCECE Lateral Entry Syllabus 2023: क्या आप भी पॉलिटेक्निक कॉलेज  मे दाखिला पाने के लिए DECE [ L E ]–2023  की तैयारी कर रहे है तो हमारा यह आर्टिकल आपके लिए बेहद फायदेंमद व लाभदायक सिद्ध होगा क्योंकि हम, आपको इस आर्टिकल में विस्तार से BCECE Lateral Entry Syllabus 2023 के बारे मे बतायेगे जिसके लिए आपको अन्त तक हमारे साथ बने रहना होगा।

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BCECE Lateral Entry Syllabus 2023 को समर्पित इस आर्टिकल में हम, आपको सेलेबस के साथ ही साथ आपको बता दें कि, BCECE Lateral Entry Form 2023  के अनुसार, Diploma Entrance Competitive Examination [Lateral Entry] – 2023 हेतु ऑनलाइन आवेदन प्रक्रिया  को 17 अप्रैल, 2023 से शुरु किया जा रहा है जिसमे आप सभी परीक्षार्थी  आसानी से 8 मई, 2023 ( ऑनलाइन आवेदन करने की अन्तिम तिथि ) तक आवेदन कर सकते है और इसका लाभ प्राप्त कर सकते है।

वहीं, आर्टिकल के  अन्त मे हम आपको क्विक लिंक्स  प्रदान करेगे ताकि आप आसानी से इस भर्ती  मे  आवेदन कर सकते है और इसका लाभ प्राप्त कर सकते है।

BCECE Lateral Entry Syllabus 2023

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BCECE Lateral Entry Syllabus 2023 – Highlights

Name of the Board Bihar Combined Entrance Competitive Examination Board (BCECEB)
Name of the Examination Diploma Entrance Competitive Examination [Lateral Entry] – 2023
DECE [ L E ]–2023
Name of the Article BCECE Lateral Entry Syllabus 2023
Type of Article Syllabus
Who Can Apply? All India Applicants Can Apply
Required Application Fees UR / BC / OBC / SC / ST and PwD – ₹2,200 Rs
Online Application Starts From? 17th April, 2023
Last Date of Online Application? 8th May, 2023
Mode of Application Online
Official Website Click Here

इस बार पॉलिटेक्निक कॉलेज मे एडमिशन पक्का, जाने पूरा सेलेबस और परीक्षा पैर्टन – BCECE Lateral Entry Syllabus 2023?

बिहार राज्य  के अलग – अलग  पॉलिटेक्निक कॉलेजो  में दाखिला लेने के  प्रवेश परीक्षा की तैयारी कर रहे आप सभी परीक्षार्थियो को हम विस्तार से BCECE Lateral Entry Syllabus 2023 के बारे में बतायेगे जो कि, इस प्रकार से हैं –

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Topice  Wise BCECE Lateral Entry Syllabus 2023 क्या है?

Name of the Subject – Mathematics

No of Unit Key Points
Unit 1  Solid geometry

Cartesian, cylindrical, polar, spherical polar coordinates, direction ratios and direction cosines, equations of planes and straight lines shortest distance, coordinate transformations, spheres, cones, cylinders, ellipsoids, paraboloids, and hyperboloid

Standard Equations

With illustration, tangent, planes, and normals


Unit 2 Differential calculus

Continuity and differentiability of functions of a single variable with terminology, properties of continuous functions, geometrical illustrations, applications of differentiation to approximate computations, successive differentiation, Leibniz rule

Rolle’s theorem, Cauchy’s mean value theorem (Lagrange mean value theorem as a special case)

Taylor and Maclaurin expansions, L-hospital rule, reviews of maxima and minima of function of single variable, concavity and convexity of curve, points of inflexion, asymptotes, and curvature

Limit, continuity, and differentiability of function, geometrical interpretations, differentials, derivatives of composite and implicit function, derivative of higher orders and their commutatively, Euler’s theorem on homogeneous function

Taylor expansion of functions of several variables, maxima and minima of functions of several variables

Lagrange method of multipliers


Unit 3 Integral Calculas

Riemann integrals (upper and lower sums), definite integral as the limit of a sum, fundamental theorem of integral calculus, mean value theorems, evaluation of definite integrals, reduction formula, convergence of improper integrals, tests of convergence

Beta and gamma functions, elementary properties, differentiation under integral sign, differentiation of integrals with variable limits, Leibniz rule, integrals dependent on a parameter applications, rectification, double and triple integrals

Computation of surfaces and volumes, changes of variables in double integrals, Jacobean transformations, integrals dependent on parameters application

Unit 4 Differential equations

First-order equation variable separable, exact, homogeneous, linear and Bernoulli’s form, second-order equations with constant coefficients, Euler equations, methods of their solution, dependence, and independence of solutions

Wronskian systems of first-order equations (simple type)

Unit 5 Vector Calculas

Scalar and vector fields, level surfaces, directional derivative, gradient, Curl, divergence, Laplacian, line and surface integrals, theorem of Greene, Gauss, and Stokes, orthogonal curvilinear coordinates, infinite series

Sequence and series their convergence and divergence, test of convergence, power series-uniform, and absolute convergence

Unit 6 Matrices

Algebra of matrices, vector space, the linear dependence of vectors, rank and inverse of a matrix, solutions of algebraic equations, consistency conditions, eigenvalue and eigenvectors, similarity transformation reduction to a diagonal matrix

Unit 7 Fourier series

Its convergence, Dirichlet conditions, half range series


Name of the Subject – Engineering Mechanics

Unit 1 Introduction

dealization of mechanics, concept of rigid body

External forces (body forces and surface forces), laws of mechanics

Unit 2 Vector Methods

Equality and equivalence of vectors, free and bound vectors, principle of transmissibility of forces, moment of force about a point and about a line, couple and moment of a couple, couple moment as a free-vector, addition and subtraction of couples

Unit 3 Various System of Forces

Statically equivalent force systems, simples equivalent of a system of forces

Unit 4 Equilibrium

Force analysis, free body diagram, equations of equilibrium and their applications to the various systems of forces, plane trusses

Unit 5 Friction

Friction on dry surfaces, static, kinetic, and rolling friction, applications to inclined planes, wedge and blocks and belts, and pulleys

Unit 6 Kinematics and kinetics of a particle

Rectilinear and curvilinear translations, normal and tangential components of acceleration, projectile motion on a smooth vertical curve

Unit 7 Impulse and Momentum

Linear impulse and linear momentum, the central impact of elastic, semi-elastic, and plastic bodies

Unit 8  Kinematics and kinetics of rigid bodies

Angular velocity and angular acceleration, effective forces on a rigid body, D’ Alembert’s principle-application to highways and railway tracks, instantaneous centre of rotation, compound pendulum, the centre of percussion, rotation of rigid bodies

Rolling motion, the plane motion of rigid bodies, simple application-four bar mechanism

Unit 9 Work, Energy and Power

Work done by forces and couples, potential, elastic, and kinetic energy, work-energy, conservation of energy, the concept of power and efficiency

Name of the Subject – Technical

Unit 1 Grammar and comprehension

Subject, Word and Concord




Common Errors


Unseen Passage

Unit 2 Business correspondence

Drafting official and business letters

Grafting circulars and official orders/ instructions

Drafting minutes and agenda of the meeting

Unit 3 Elementary Spoken English

Elementary Theory of Phonetics

Unit 4 Sentence and Paragraph Writing
Unit 5 Report Writing

Importance of reports in the present-day industrial set-up

Classification of reports

Writing of reports: (a) Format, (b) Mechanics of language

Unit 6 Technical description of things and processes
Unit 7 Precis writing
Unit 8 Spoken English

अन्त, इस प्रकार हमने आपको विस्तार से पूरे बिंदुवार सेलेबस की जानकारी प्रदान की ताकि आप आसानी से अपनी  परीक्षा की पक्की तैयारी कर सकें।


Diploma Entrance Competitive Examination [Lateral Entry] – 2023   की तैयारी कर रहे आप सभी परीक्षार्थियो को हमने इस आर्टिकल में ना केवल BCECE Lateral Entry Syllabus 2023 के बारे मे बताया बल्कि हमने आपको इसका पूरा  सेलेबस  बताया ताकि आप आसानी से  अपने  भर्ती परीक्षा की तैयारी कर सके और  सफलता  प्राप्त कर सकें।

अन्त, हमे उम्मीद है कि, आपको हमारा यह आर्टिकल बेहद पसंद आया होगा जिसके लिए आप हमारे इस आर्टिकल को लाइक, शेयर व कमेंट करेगे।

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FAQ’s – BCECE Lateral Entry Syllabus 2023

What is the exam pattern of Bcece 2023?

BCECE Exam Pattern 2023 Duration: The duration of the exam will be 90 minutes for each subject. Type of Question: The question paper will contain objective type Multiple Choice Questions (MCQs). Number of Questions: There will be total of 100 questions in the paper.

What is the eligibility criteria for Bcece lateral entry?

Candidate should have passed a two-year Diploma course in Pharmacy from a recognized University or Institution. Candidates who are yet to give the exams of the second year of the Pharmacy Diploma course in 2023 are also eligible to apply provided that they pass before the admission.

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