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After submitting the signed application form with the required documents (Category A), the Admission's Office will fill an EPT (Electronic Placement Test) Reservation form to be scheduled as per university calendar.
Syllabus of MPT-1
Basic Arithmetic: Prime numbers, Integers, Absolute value, Powers and roots, Squares and square roots Fractions and Percents: Operations with fractions, Increase and decrease percent, Proportions.
Polynomials: Roots of a polynomial, Evaluation of algebraic expressions.
Equations and Inequalities: First degree equations and inequalities, Equations and inequalities with radicals and absolute values, systems of linear equations, word problems involving one or two unknowns, graphical inequalities, graphical method for minimizing and maximizing linear functions under constraints. Second degree equations.
Geometry in Plane: Angles, Parallel and perpendicular lines, Sides and angles of a Triangle, Right triangles, Pythagoras's theorem, Isosceles triangles, Equilateral triangles, Special quadrilateral: parallelograms, trapezoids, rectangles, rhombuses, squares. Circles.
Perimeters and areas of triangles, circles, and all special quadrilaterals.
Coordinate systems: Distance between two points, Equations of lines, Slope of a straight line, Parallel and perpendicular lines. Midpoint of a segment.
Syllabus of MPT-2
Section 1
Basic Arithmetic: Prime numbers, Integers, Absolute value, Powers and roots, Squares and square roots Fractions and Percents: Operations with fractions, Increase and decrease percent, Proportions.
Polynomials: Roots of a polynomial, Evaluation of algebraic expressions, Remarkable identities.
Equations and Inequalities: First degree equations and inequalities, Equations and inequalities with radicals and absolute values, systems of linear equations, word problems involving one or two unknowns, graphical inequalities, Second degree equations. Logarithmic and exponential equations.
Geometry in Plane: Angles, Parallel and perpendicular lines, Sides and angles of a Triangle, Right triangles, Pythagoras's theorem, Isosceles triangles, Equilateral triangles, Special quadrilateral: parallelograms, trapezoids, rectangles, rhombuses, squares. Circles. Perimeters and areas of triangles, circles, and all special quadrilaterals.
Trigonometry: Sine, cosine, and tangent in right triangles, Trigonometric circle: quadrants and signs, Fundamental relation of trigonometry, Double angle formulas, Change of sign formulas, Cosine and sine laws in triangles, Trigonometric functions and their inverses.
Coordinate systems: Distance between two points, Equations of lines, Slope of a straight line and its acute angle with x-axis. Parallel and perpendicular lines. Midpoint of a segment.
Section 2
Functions: Domain of definition, Range, Even and odd functions, Composition of functions, Inverse Functions, Limits and asymptotes, Absolute maximum and minimum. Equation of tangent line. Logarithmic and Exponential functions.
Derivatives and Anti-derivatives: Derivatives and anti-derivatives (integrals) for polynomials, rational and irrational functions, exponential functions, trigonometric functions. Definite integrals, Areas under curve, Areas limited between two curves.
Numerical sequences: Arithmetic and geometric progressions, Common difference, Common ratio, first term, nth term, sum of the first n terms, Recursive sequences.
Matrices: Sum of two matrices, Product of two matrices, Determinants.
MPT Samples
Click the links below to download MPT samples:
- MPT-1 Model
- MPT-2 Model
Test | Grades | Remedial Course to be placed in |
---|---|---|
MPT-1 One section: 20 points |
12 and above | No remedial |
below 12 | MTH-101 | |
MPT-2 Section 1: 20 points Section 2: 40 points |
Section 2: 30 and above Section 1: -- |
No remedial |
Section 2: 20-29 Section 1: -- |
MTH-102 | |
Section 2: below 20 Section 1: 12 and above |
MTH-102 | |
Section 2: below 20 Section 1: below 12 |
MTH-101 |