GaddamAsha
Online
Skills :
About :
Gaddam Asha helps students develop a strong understanding of Mathematics through clear and structured online lessons. She teaches Mathematics for CBSE Classes 6 to 12, along with S…
Gaddam Asha helps students develop a strong understanding of Mathematics through clear and structured online lessons. She teaches Mathematics for CBSE Classes 6 to 12, along with Statistics and Probability, Vector Algebra, Integral Calculus, Differential Equations, Exact Differential Equations, Abstract Algebra, and Linear Algebra. Her teaching approach focuses on concept clarity, logical reasoning, and step-by-step problem-solving to help students build confidence and improve their understanding. Lessons are designed to support different learning needs and encourage active participation. Classes are conducted in Telugu and English, creating a comfortable and effective online learning environment.
GaddamAsha
Online
Skills :
Gaddam Asha helps students develop a strong understanding of Mathematics through clear and structured online lessons. She teaches Mathematics for CBSE Classes 6 to 12, along with S...
Gaddam Asha helps students develop a strong understanding of Mathematics through clear and structured online lessons. She teaches Mathematics for CBSE Classes 6 to 12, along with Statistics and Probability, Vector Algebra, Integral Calculus, Differential Equations, Exact Differential Equations, Abstract Algebra, and Linear Algebra. Her teaching approach focuses on concept clarity, logical reasoning, and step-by-step problem-solving to help students build confidence and improve their understanding. Lessons are designed to support different learning needs and encourage active participation. Classes are conducted in Telugu and English, creating a comfortable and effective online learning environment.
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Courses by GaddamAsha
Online
4 Month
English, Telugu
Hyderabad, 8-71/3
On Call
Week Days / Weekends
What You Will Learn
This Mathematics course covers topics for students from Class 6 to Class 10, Intermediate, B.Sc., B.Tech., and BCA. The lessons are structured to build understanding from basic mathematical concepts to advanced university-level topics.
You will learn:
Fundamental mathematics concepts, including arithmetic, algebra, geometry, trigonometry, and mensuration.
Statistics and probability, including data collection, representation, measures of central tendency, and probability calculations.
Coordinate geometry and vector algebra, including vector operations and applications.
Differential and integral calculus, including limits, continuity, differentiation, and integration techniques.
Ordinary and partial differential equations, along with methods for solving different types of differential equations, including exact differential equations.
Real Analysis, covering sequences, series, continuity, differentiation, and Riemann integration.
Abstract Algebra, including sets, groups, rings, fields, and their properties.
Linear Algebra, including matrices, determinants, systems of linear equations, vector spaces, eigenvalues, and eigenvectors.
Numerical Analysis, including numerical methods used to solve mathematical problems and approximate solutions.
Probability and Statistics for higher education, including random variables, probability distributions, hypothesis testing, and statistical methods.
Mathematical Foundations for Computer Applications, including logic, sets, relations, functions, and discrete mathematical concepts used in computing.
Applied Mathematics topics relevant to undergraduate engineering and computer science courses.
Throughout the course, you will practice:
Solving mathematical problems using step-by-step methods.
Applying formulas, theorems, and mathematical techniques to different types of questions.
Working through numerical problems, proofs, and analytical exercises.
Using logical reasoning to solve algebraic, calculus, and statistics problems.
Strengthening problem-solving skills through regular practice and revision.
The course begins with core mathematical concepts and gradually progresses to advanced topics in calculus, algebra, analysis, differential equations, numerical methods, and applied mathematics, with guided practice at each stage.