There is one thing for sure, nobody can exactly quess the Mathematics questions but the pattern can be traced out.
Section A
The first question is compulsory. It has ten parts. It covers the entire of syllabus. The expected topics in the form of small three marks questions in serial are :
Ques.1.
(i) Matrix
(ii) Inverse Trignometric Functions
(iii) Conics
(iv) Limits
(v) Differenciation
(vi) Integration
(vii) Probability
(viii) Correlation/Regression
(ix) Complex Numbers
(x) Differential Equations
Now, five questions need to be attempted out of remaining eight. The expected serial is :
Ques.2.
(a) Determinant : A proving question
(b) Matrix : A question from the use of matrix to solve a three variable equation.
Ques.3.
(a) Lagrange Theorem/Rolle Theorem (Lagarange -70%, Rolle -30%)
(b) Conics
Ques.4.
(a) Inverse Function Proving
(b) Boolean Proving
Ques.5.
(a) Differentiation
(b) Maxima and Minima
Ques.6.
(a) Definite Integration
(b) Application of Integration
Ques.7.
(a) Correlation (Karl Pearson more Important)
(b) Regression
Ques.8.
(a) Probability
(b) Probability
Ques.9.
(a) Differential Equations (I.F. Important)
(b) Complex Numbers (Locus not Important)
Section B & Section C
All the topics will be covered. There a six topics and six questions will be asked.
VERY IMPORTANT NOTE : All analysis and predictions under this sections are made by panel of experienced teachers on the basis of previous year board patterns. We are in no way associated with the board or take the responsibility if the predictions go wrong. All mentioned details in analysis are expected on the simple basis of probability.
Exam Notes
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