Maths sem 1 blueprint expected questions
Q.1
a)Problems on basic partial derivatives (03 marks)
b) Relation between circular and hyperbolic function (03 marks)
C)Jacobians (03 marks)
D) Expansion standard series (03 marks)
E) Properties of matrices (04 marks)
F) Problems on standard formula of successive derivatives (04 marks)
Q.2
A)Complex Numbers- Powers & Roots (06 marks)
B)Matrices PAQ/normal form (06 marks)
C)Eulers theorem with deduction (08 marks)
Q.3
A)Linear homogenous and non-homogenous equations (06marks)
B)Maxima and minima/Lagranges method (06 marks)
C)Separation of real & imaginary parts (08 marks)
Q.4
A)Jacobian of implicit functions/partial derivative of implicit functions using Jacobian (06 marks)
B)Logarithm of complex numbers (06 marks)
C)Numerical methods (08 marks)
Q.5
A)Expansion of sine and cosine, etc (06 marks)
B)Expansion of series/indeterminate forms (06 marks)
C)Problems on Leibnitzs theorem (08 marks)
Q.6
A)Linear independent & dependent vectors /Numerical methods (06 marks)
B)Composite/Implicit functions (06 marks)
C)Fitting of curves/Regression (08 marks)
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Question from Blueprint
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a)Problems on basic partial derivatives (03 marks)
b) Relation between circular and hyperbolic function (03 marks)
C)Jacobians (03 marks)
D) Expansion standard series (03 marks)
E) Properties of matrices (04 marks)
F) Problems on standard formula of successive derivatives (04 marks)
Q.2
A)Complex Numbers- Powers & Roots (06 marks)
B)Matrices PAQ/normal form (06 marks)
C)Eulers theorem with deduction (08 marks)
Q.3
A)Linear homogenous and non-homogenous equations (06marks)
B)Maxima and minima/Lagranges method (06 marks)
C)Separation of real & imaginary parts (08 marks)
Q.4
A)Jacobian of implicit functions/partial derivative of implicit functions using Jacobian (06 marks)
B)Logarithm of complex numbers (06 marks)
C)Numerical methods (08 marks)
Q.5
A)Expansion of sine and cosine, etc (06 marks)
B)Expansion of series/indeterminate forms (06 marks)
C)Problems on Leibnitzs theorem (08 marks)
Q.6
A)Linear independent & dependent vectors /Numerical methods (06 marks)
B)Composite/Implicit functions (06 marks)
C)Fitting of curves/Regression (08 marks)
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Question from Blueprint
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All the best :)
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