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  #1  
Old June 18th, 2012, 10:12 AM
NidhiAgrawal75
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Default RGTU MP PET

I want to take RGTU MP PET exam 2012 for admission in BE . So I want to get opening and closing rank for RGTU MP PET exam 2011. SO please tell me from where I can get the information regarding to opening and closing rank?
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  #2  
Old June 18th, 2012, 02:18 PM
Sashwat's Avatar
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Join Date: Jun 2011
Default Re: RGTU MP PET

You want to get opening and closing rank for RGTU MP PET exam 2011 so here I have sharing a link which contains the opening and closing rank in PDF file format.

dtempcounselling.org/download/BE_OP_CL_First_round_2011.pdf
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  #3  
Old March 28th, 2014, 02:38 PM
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Default Re: RGTU MP PET

I want to get syllabus of MP PET Examination conducted by Rajiv Gandhi Proudyogiki Vishwavidyalaya for admission into B.Tech Program. So will you provide me syllabus of MP PET Exam?
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  #4  
Old March 28th, 2014, 02:43 PM
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Join Date: Nov 2011
Default Re: RGTU MP PET

As you want to get syllabus for MP PET Examination for admission in B.Tech, so here I am providing the following syllabus to you:

MP PET Syllabus for Maths
Trigonometry: Trigonometry functions and their graphs, addition and subtraction formulae; formulae involving multiple and submultiple angles, general solutions of trigonometrical equations, relation between sides and angles of a traingle. Solution of traingles, inverse: trignometrical functions, height and distance(simple problems).

Co-Ordinate Geometry of Two Dimensions: Rectangular cartesian coordinates, straight line, pair to straight lines, distance of a point from a line, angle between two lines. Circle, tangents and normals, system of circles. Conic section, parabola, ellipse and hyperbola in standard forms with elementary properties, tangents and normals.

Co-Ordinate Geometry of Three Dimensions Rectangular co ordinate system, direction cosines and direction ratios, equation of place in standard forms.Perpendicular distance from a point, equation of a line angles between two lines.

Algebra: Algebra of Complex numbers, Graphical representation of complex numbers modules, and argument of complex numbers, conjugated of a complex number, triangle inequality, cube roots of unity, arithmetic, geometric and harmonic progression. Arithmetic, geometric and harmonic means between two numbers.Sum of squares and cubes of first natural numbers.Theory, geometric equation, relations between roots and coefficients. Quadratic expressions, quadratic equations in one variable, permutations and combinations. Bionomial (any index) theorem exponential and logarithmic series, determinants up to third order and their order and their elementary properties matrices types of matrices, adjoint and inverse of matrix, elementary, applications is solving simultaneous equation upto three variables

Vector Algebra: Definition of vector, addition of vector, components in three dimensional space, scalar and vector products. triple products, simple applications in geometry and mechanics.

Statistics: Probability addition and multiplication laws, conditional probability, Binomial distribution, simple problems in correlation and regression.

Numerical Methods: Solution of euation by the methods of bisection, false position and Newton Raphson. Numerical integration by trapezoided and Simpson's rule.

Linear Programming: Definition and formation of linear programming problems, solution by graphical Method

Differential Calculus: Function, polynomial, rational trignometric, logarithmic and exponential, inverse functions. Limit continuity and differentiability of functions, differentiation of rational, trigonometric and exponential functions. Application of derivative in elementary problem in mecharics, increasing and decreasing functions. Maxima and Minima of function of one variable, Roll's theorem and mean value theorem.

Integtral Calculus: Integration as the inverse process of differentation, integration by parts. By substitution and by partial fraction definite integral. Areas under simple curves.

Differential Equations: Formulation of differential equation, ordered degree solution of differential equations by separation of variable method. Homogeneous form linear differential equation of first order

MP PET Syllabus for Chemistry



MP PET Syllabus for Physics
MP PET 2014 Syllabus for Physics:
Unit and Dimensions, Dimensional Analysis, S.I, Units, Motion in two dimensions
cases of uniform velocity and uniform acceleration, general relation among position
and velocity, uniform circular motion and inertia. Newton's laws of motion,
Conservation of momentum and energy. Static and kinetic friction. Work, energy and
power elastic collisions, potential energy, gravitational potential energy and its
angular conservations to its kinetic energy.Potential energy of a spring. Rigid body
rotation and conservation of its momentum, moment of inertia, theorems of parallel
and perpendicular axis.( moment of inertia of uniform ring, disc, thin rod and cylinder
only).
Acceleration due to gravity and its variation, universal law of gravitation,
geostationary satellites, escape velocity. Hooke's law, young's modulus, shear and
bulk modulus, surface energy and surface tension, kinetic theory of gases, gas laws,
kinetic energy and temperature.
Specific heats and constant volume and constant pressure mechanical equivalent of
heat, isothermal and adiabatic processes.
Heat conduction in one dimension, convection and radiation, Stefan's law and
Newton's law of cooling.
Periodic motion, simple harmonic motion, Oscillations due to spring. wave motion,
principle of superposition, progressive and stationery waves, beats and Doppler effect.
Wave nature of light, interference,young's double slit experiment, velocity of light and
Doppler effect in light.
Reflection, refraction, total internal reflection, curved mirrors, lenses, mirror and lens
formulae. Dispersion in prism, absorption and emission spectra.
The human eye, defects of vision, magnification and resolving power of telescope and
microscope.
"e" and "e/m" for and electron, Einstein's photoelectric equation, photocells.
Bohr model of the atom, Hydrogen spectrum, composition of nucleus, atomic masses
and isotopes, radioactivity, laws of radio active decay, decay constant, half life and
mean life, mass energy relation, fissions, X- ray, properties and uses.
Elementary ideas of conductor, semi conductor and insulator, intrinsic and extrinsic
semiconductors, p-n junction as a rectifier.
Bar magnet, lines of force, torque on a bar magnet due to magnetic field, earth's
magnetic field , tangent galvanometer, vibration maganetometer.
Coulomb's law of electrostatic, dielectric constant, electric field and potential due to a
point charge, dipole, dipole field, Guass's law in a simple geometrics.
Electrostatic potential, capacitance, parallel plate and spherical capacities in series and
parallel, energy of a capacitor.
Electric current, Ohm's law, Kirchhoffs laws, resistances in series and parallel
temperature dependence of resistance, Wheat stone bridge, potentiometer.
Measurement of voltage as currents.

Electric power, heating effects of currents, chemical effects and law of electrolysis
thermoelectricity Blot Savart law, magnetic fields due to a straight wire circular loop
and solenoid.
Force on a moving charge in a magnetic field(Lorentz force), magnetic moment of a
current loop, effect of a uniform magnetic field of a current loop, forces between two
currents, moving coil, galvonometer, ammeter and voltmeter.
Electromagnetic induction induced e.m.f., Faradays law, Lenz's law, self and mutual
inductance alternating currents, impedance and reactance, growth and decay of current
in L-R circuit, elementrary idea if dynamo and transformer.
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