What is the syllabus for Mathematics in the JEXPO examination?

<p>The syllabus of JEXPO is based on Mathematics and Physical Science. It is important for candidates to refer to the syllabus and exam pattern before starting their preparation. Candidates are advised to refer to the previous years' papers before beginning with the JEXPO preparation. With the help of previous years papers, candidates will gain knowledge about the difficulty level of the exam and the topics that have been asked in previous years. Check below for the JEXPO Syllabus of Mathematics.</p><ul><li>Real Number &nbsp;</li><li>Laws of Indices &nbsp;</li><li>Graph &nbsp;</li><li>Coordinate Geometry &nbsp;</li><li>Linear Simultaneous Equations &nbsp;</li><li>Properties of Parallelograms &nbsp;</li><li>Polynomial &nbsp;</li><li>Factorization &nbsp;</li><li>Transversal &amp; Mid-Point Theorem &nbsp;</li><li>Profit &amp; Loss &nbsp;</li><li>Statistics &nbsp;</li><li>Theorems on Area &nbsp;</li><li>Construction of Parallelogram &nbsp;</li><li>Construction of Triangle &nbsp;</li><li>Area &amp; Perimeter of Triangle &amp; Quadrilateral Shaped Region &nbsp;</li><li>Circumferences of Circle &nbsp;</li><li>Theorems on Concurrence &nbsp;</li><li>Area of Circular Region &nbsp;</li><li>Quadratic Equations with one Variable &nbsp;</li><li>Simple Interest &nbsp;<br>Theorem related to Circle &nbsp;</li><li>Rectangular Parallelopiped or Cuboid &nbsp;</li><li>Ratio and Proportion &nbsp;</li><li>Compound Interest &nbsp;</li><li>Theorem related to Angles in a Circle &nbsp;</li><li>Right Circular Cylinder &nbsp;</li><li>Quadratic Surd &nbsp;</li><li>Theorems related to Cyclic Quadrilateral &nbsp;</li><li>Construction of Circumcircle &nbsp;</li><li>Sphere &nbsp;</li><li>Variation &nbsp;</li><li>Partnership Business &nbsp;</li><li>Theorem related to Tangent to a circle &nbsp;</li><li>Right Circular Cone &nbsp;</li><li>Similarity &nbsp;</li><li>Construction of tangent to a Circle, etc.</li></ul>

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