Course Content For Class - XI

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For Class XI students

  • There are three types of courses for class – XI students as follows:-

  • MISSION 90 BOARD --------- COURSE CODE [ MB 01]

    • - This course is meant for those students who wish to secure at least 90% marks in their XI final exam.

    • - Course duration :- Two years

    • - Course fee :- Rs 20,000 per one subject per annum. Apply Now

  • MISSION AIIMS/NEET --------- COURSE CODE [ MM 01]

    • - This course is meant for those students who wish to qualify in AIIMS/NEET entrance exam and to get
      a seat in any govt medical college across India.

    • - Course duration :- Two years

    • - Course fee :- Rs 20,000 per one subject per annum.Apply Now

  • MISSION IIT/NIT --------- COURSE CODE [ ME 01]

    • - This course is meant for those students who wish to qualify in JEE Main and JEE Advance entrance
      exam and to get a seat in any IIT or any NIT across India.

    • - Course duration :- Two years

    • - Course fee :- Rs 20,000 per one subject per annum.Apply Now

Mathematics

It is the branch of science concerned with the substances of which matter is composed, the investigation of their properties and reactions, and the use of such reactions to form new substances.

Chemistry includes topics such as the properties of individual atoms, how atoms form chemical bonds to create chemical compounds, the interactions of substances through intermolecular forces that give matter its general properties, and the interactions between substances through chemical reactions to form different substances.

the science that systematically studies the composition, properties, and activity of organic and inorganic substances and various elementary forms of matter, chemical properties, reactions, phenomena, etc.:

Course Structure

Relations And Functions

Inverse Trogonometric Functions

Matrix

Determinants

Continuity And Differentiation

Applications Of Derivatives

Integrals

Applications Of Integrals

Vector Algebra

3-D Geometry

Differential Equations

Probability


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