Which courses are offered a Fatima Mata National College Kollam, & give me the contact details for admission query at the FMI?

Hello sir I want to know about the syllabus B.tech instrumentation and control engineering branch 1 sem Mathematics-I can you provide me the syllabus of this exam ?

Fatima Mata National College in Kollam offers following courses as

Courses:- Bachelor of Arts in English
Mode:- Regular
Duration:- 3 Years
Eligibility:-
You should have 12th pass in any stream

Courses:- Bachelor Of Arts in Economics
Mode:- Regular
Duration:- 3 Years
Eligibility:-
You should have 12th pass in any stream

Courses:- Bachelor Of Arts in Malayalam
Mode:-regular
Duration:- 3 Years
Eligibility:-
You should have 12th pass in any stream

Courses:- Bachelor Of Science in Botany
Mode:-regular
Duration:- 3 Years
Eligibility:-
You should have 12th pass in science stream

Address:-
Fatima Mata National College Kollam
Fatima Mata National College,
P.B. No. 511, Kollam,
Kerala, India
Tel: 91-474-2743387, 2749585

Here i am giving you syllabus of the B.tech instrumentation and control engineering Branch 1 sem Mathematics-I of M.G University as below:-

MODULE I (18 hours) - MATRIX
Elementary transformation – echelon form – rank using elementary transformation by reducing in to echelon form – solution of linear homogeneous and non – homogeneous equations using elementary transformation Linear dependence and independence of vectors – eigen values and eigen vectors – properties of eigen values
and eigen vectors(proof not expected) – Linear transformation – Orthogonal transformation – Diagonalisation – Reduction of quadratic form into sum of squares using orthogonal transformation – Rank, index, signature of quadratic form – nature of quadratic form
MODULE 2 (18 hours) - PARTIAL DIFFERENTIATION
Partial differentiation : chain rules – statement of Eulers theorem for homogeneous functions – Jacobian – Application of Taylors series for function of two variables – maxima and minima of function of two variables (proof of results not expected)
MODULE 3 (18 hours) - MULTIPLE INTEGRALS
Double integrals in cartesian and polar co-ordinates – change of order of integration- area using double integrals – change of variables using Jacobian – triple integrals in cartesian, cylindrical and spherical coordinates – volume using triple integrals – change of variables using Jacobian – simple problems.MODULE 4 (18 hours) - ORDINARY DIFFERENTIAL EQUATIONS
Linear differential equation with constant coefficients- complimentary function and particular integral – Finding particular integral using method of variation of parameters – Euler Cauchy equations- Legenders equations
MODULE 5 (18 hours) - LAPLACE TRANSFORMS
Laplace Transforms – shifting theorem –differentiation and integration of transform – Laplace transforms of derivatives and integrals – inverse transform – application of convolution property – Laplace transform of unit step function – second shifting theorem(proof not expected) – Laplace transform of unit impulse function and periodic function – solution of linear differential equation with constant coefficients using Laplace Transform.