Hi, I am Ashwathnarayan Joshi. Welcome to mathematics lecture related to the topic "Heron's Formula".
It provides a comprehensive introduction to Heron's formula, a powerful tool for calculating the area of triangles based on their side lengths. All the concepts are explained in kannada language. You can understand the underlying concepts of Heron's formula, including the role of the semi-perimeter and its relation to the area of a triangle. Started with simple examples to understand how to apply Heron's formula to find the area of triangles with given side lengths. Explored the connections between Heron's formula and basic formula to find the area of triangle.
This course is suitable for high school students, college undergraduates, mathematics enthusiasts, and anyone interested in exploring the beauty and utility of Heron's formula. No prior knowledge of advanced mathematics is required, but a basic understanding of geometry and algebra is recommended.
Students will grasp the underlying principles of Heron's formula, exploring its historical context and relevance in geometry. They will learn how Heron's formula encapsulates the essence of triangular geometry and serves as a fundamental tool for calculating areas.
Step-by-step explanation with some standard examples.
They will also explore applications of Heron's formula to solve questions.
Thank you all.
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My name is Ashwathnarayan Joshi. I am mathematician. I completed master of science in mathematics and bachelor of education in science. I have overall 6+ years of experience in teaching mathematics and for one year, I taught USA students online. My skills are concept-based teaching, time management, video editing, quality content writing, and many more.
Thank you.
