Все публикации

National Mathematics Day 2018: Mathematical Modelling of Population Growth: Amarja Payal, B. Sc. II.

National Mathematics Day: Applications of Mathematics in Forensic Investigations: Sayyed Sabiha

National Mathematics Day 2018: Applications of Differential Calculus: Poonam Bhosale

National Mathematics Day 2018: Shrinivas Ramanujan : Kalpana Deshmukh, B Sc III

National Mathematics Day 2018: Applications of Mathematics: Anjali Lomate

Numerical Analysis: Numerical Solution of Ordinary Differential Equations

Numerical Analysis : Solution of Linear Systems: Factorization Method.

Solutions of Linear Systems: Gauss Elimination Method

Inner Product Space as sum of a subspace and its orthogonal complement. Lect. 7. #vectorspace

Inner Product Spaces: Examples on Gram-Schmidt Orthogonalization Process. Lect. 6 #vectorspace

Inner Product Spaces: Gram-Schmidt Orthogonalization Process. Lect. 5. #vectorspace

Inner Product Spaces: Orthogonal and Orthonormal Vectors. Lect. 4. #innerproductspace #vectorspace

Inner Product Spaces: Schwarz Inequality. Lect. 3. #innerproductspace #vectorspace

Inner Product Spaces: Example and Norm of a vector. Lect. 2. #innerproductspace #vectorspace

Inner Product Spaces: Definition and Examples. Lect.1 #innerproductspace #vectorspace

Solid Geometry: Problems on Equation of Tangent Plane to a Sphere. Lect. 8. #sphere #solidgeometry

Geometry: Equation of a Tangent Plane to a Sphere and Condition of Tangency. Lect. 7. #sphere

Solid Geometry: Intersection of a Sphere and a Line. Power of a Point Lect.6. #solidgeometry#sphere.

Solid Geometry: Sphere through a given circle. Lect. 5.

Solid Geometry: Equation of a circle as plane section of a sphere. Lect. 4. #solidgeometry #sphere

Geometry: Plane section of a sphere. Lect. 3. #solidgeometry #sphere #analyticalgeometry

Solid Geometry: The sphere through four given points. Lecture 2.

Riemann Integral: Theorem on integration by substitution. Lecture 15.

Geometry: Equations of a Sphere. Lecture 1. #sphere #solidgeometry