MTH-203 (B) | Numerical Methods

Rs. 120.00 10% OFF

Availability: 10 left in stock

F.Y.B.Sc. | Sem II | MTH-201
MATHEMATICS
Ordinary Differential Equations

We feel great pleasure in bringing out this books. The book has been written according to revised syllabus of KBC North Maharashtra...

Name : MTH-203 (B) | Numerical Methods
Vendor : Prashant Publication
Type : F.Y.B.Sc. | Sem II | Mathematics
Barcode : 9789395227742

Categories:

Authors:

Guaranteed safe checkout:

Orders ship within 5 to 10 business days.

Hoorey ! This item ships free to the US

INTERNATIONAL	XS	S	M	L	XL	XXL	XXXL
EUROPE	32	34	36	38	40	42	44
US	0	2	4	6	8	10	12
CHEST FIT (INCHES)	28"	30"	32"	34"	36"	38"	40"
CHEST FIT (CM)	716	76	81	86	91.5	96.5	101.1
WAIST FIR (INCHES)	21"	23"	25"	27"	29"	31"	33"
WAIST FIR (CM)	53.5	58.5	63.5	68.5	74	79	84
HIPS FIR (INCHES)	33"	34"	36"	38"	40"	42"	44"
HIPS FIR (CM)	81.5	86.5	91.5	96.5	101	106.5	111.5
SKORT LENGTHS (SM)	36.5	38	39.5	41	42.5	44	45.5

F.Y.B.Sc. | Sem II | MTH-201
MATHEMATICS
Ordinary Differential Equations

We feel great pleasure in bringing out this books. The book has been written according to revised syllabus of KBC North Maharashtra University, Jalgaon for F.Y.B.Sc. Mathematics, MTH – 203 (B) – NUMERICAL METHODS which is implemented form June 2022 (CBCS Pattern).
Each topic has been written in a very simple and lucid language to enable the students to understand the subject thoroughly. There are many worked examples with detailed steps. The problems in the exercises have been complied taking into consideration the academic background of students. We hope that the text will be equally appreciated by the students and the teachers.

Unit 1 Solution of Algebraic and Transcendental Equations
1.1 Errors and their Computation
1.2 Absolute, Relative and Percentage Errors
1.3 The bisection method
1.4 The iteration method
1.5 The Method of false position or Regula falsi method
1.6 Newton-Raphson Method

Unit 2 Interpolation
2.1 Shift Operator
2.2 Forward Dierence Operator
2.3 Backward Dierence Operator
2.4 Central Dierence Operator
2.5 Averaging Operator
2.6 Gauss Forward Formula
2.7 Gauss Backward Formula
2.8 Lagrange’s Interpolation Formula

Unit 3 Curve Fitting
3.1 Linear Curve Fitting – Fitting a straight line
3.2 Nonlinear Curve Fitting
3.3 Fitting of an Exponential Curve of the Type y = aebx
3.4 Fitting of the Logarithmic Curve of the Form y = axb

Unit 4 Numerical Solutions of Ordinary Differential Equations
4.1 Taylors Series Method
4.2 Euler’s Method
4.3 Modied Euler’s Method
4.4 Runge-Kutta Methods
4.5 Runge-Kutta Second Order Method
4.6 Fourth Order Runge-Kutta Methods