# CBSE Class 12 Applied Mathematics Syllabus 2020 2021

CBSE Class 12 Applied Mathematics Syllabus 2020 2021 available in Pdf for free download. The latest syllabus for Class 12 Mathematics have been issued by CBSE based on which Grade 12 students will have to prepare for examinations by CBSE, NCERT and KVS in Standard 12. The latest CBSE syllabus has been used to design NCERT book for Class 12 Mathematics based on which exams for Grade 12 Mathematics will be conducted. Refer to MCQ Questions for Class 12 Mathematics with answers and also download more latest study material for all subjects

## Applied Mathematics Class 12 CBSE Syllabus

Class 12 Mathematics students should refer to the following curriculum for NCERT Class 12 Applied Mathematics. These CBSE NCERT KVS Syllabus for Grade 12 Mathematics will be very useful for preparing for upcoming exams and help you to score good marks

### Applied Mathematics CBSE Syllabus Class 12

CBSE Class 12 Applied Mathematics Syllabus 2020 2021. Students must always refer to the latest syllabus issued by CBSE before starting studies. Download the latest syllabus for 2020 2021 released by CBSE to plan your studies as per the latest syllabus and guidelines issued by CBSE NCERT. The syllabus, weightage of chapters, blue print of question papers and the design of question papers is issued every year for the benefit of students. Access and download syllabus for all subjects here.

Unit I Numbers, Quantification and Numerical Applications

Modulo Arithmetic
Congruence modulo
Simple arithmetic functions
Allegation or Mixture
Numerical problems on boats and streams; partnership; pipes and cistern; races and games, scheduling
Numerical inequalities

Unit II Algebra

Solution of simultaneous linear equations using elimination method (up to 3 variables)
Matrices and types of matrices
Algebra of matrices
Determinants
•  Inverse of a matrix
Cramer’s rule and its application
Simple applications of matrices and determinants including Leontiff input output model for two variables

Unit III Calculus

Application of derivatives
Increasing/Decreasing functions
Maxima and Minima
Marginal cost and marginal revenue using derivatives
Integration

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