Differentiation Graphs - අවකලන ප්‍රස්ථාර - Free Webinar

Differentiation Graphs - අවකලන ප්‍රස්ථාර - Free Webinar

  • 190 Users Enrolled
  • Free

Having trouble purchasing or accesing the course? Contact Us or checkout out our Support Page



Overview

Don't know how to join ZOOM meetings or watch recordings? Contact Us or find out how by watching this video.

Live Zoom

Commencement of Special Extra Free Lesson - Differentiation Graphs (අවකලන ප්‍රස්ථාර)

Class Schedule

  • September 11 Monday :- 8.00 am - 3.00 pm

You will receive

  • Theory (1st and 2nd Derivative Methods)
  • Past Paper Question Discussion (2011-2022)

Importance of Studying Differentiation Graphs

  1. Visualizing Rate of Change: Differentiation graphs provide a visual representation of the rate at which a function changes, which is crucial in various real-world scenarios, such as physics, economics, and engineering. These graphs help us comprehend how a function's output varies concerning its input.

  2. Identifying Extrema: By examining the peaks and valleys in a differentiation graph, you can determine the locations of local maxima and minima in the original function. This information is valuable in optimization problems and critical points analysis.

  3. Understanding Concavity: Differentiation graphs reveal the concavity of a function by showing whether the derivative is positive (indicating upward concavity), negative (indicating downward concavity), or changing sign (indicating inflection points). Recognizing concavity is crucial for sketching curves accurately and analyzing functions' behavior.

  4. Connection to Integration: The area under a differentiation graph corresponds to the net change in the original function. This relationship is fundamental in integral calculus, as it helps calculate quantities like displacement, total profit, and accumulated change over time.

  5. Applications in Science and Engineering: The ability to interpret differentiation graphs is indispensable in fields like physics, where velocity and acceleration are derived from position-time graphs, or in economics, where marginal cost and revenue are determined from cost and revenue functions. These applications highlight the practical relevance of understanding differentiation graphs in various professional contexts.

  6.  

All the questions, markings and recorded discussions will be there until you do A/L.

Q: What are the extra benefits of enrolling in the class?

  • Mr.Sudheera is a skilled teacher who has 7 years of teaching experience in Combined Maths and is well equipped to offer the best quality support
  • Get your doubts clarified easily in the live class
  • You can post doubts on the WhatsApp group to be clarified by the teacher
  • Assistive technical team support to help you out
Differentiation Graphs | අවකලන ප්‍රස්ථාර

Description

Commencement of Special Extra Free Lesson - Differentiation Graphs (අවකලන ප්‍රස්ථාර)

Class Schedule

  • October 30th Monday :- 8.00 am - 3.00 pm

You will receive

  • Theory (1st and 2nd Derivative Methods)
  • Past Paper Question Discussion (2011-2022)

Importance of Studying Differentiation Graphs

  1. Visualizing Rate of Change: Differentiation graphs provide a visual representation of the rate at which a function changes, which is crucial in various real-world scenarios, such as physics, economics, and engineering. These graphs help us comprehend how a function's output varies concerning its input.

  2. Identifying Extrema: By examining the peaks and valleys in a differentiation graph, you can determine the locations of local maxima and minima in the original function. This information is valuable in optimization problems and critical points analysis.

  3. Understanding Concavity: Differentiation graphs reveal the concavity of a function by showing whether the derivative is positive (indicating upward concavity), negative (indicating downward concavity), or changing sign (indicating inflection points). Recognizing concavity is crucial for sketching curves accurately and analyzing functions' behavior.

  4. Connection to Integration: The area under a differentiation graph corresponds to the net change in the original function. This relationship is fundamental in integral calculus, as it helps calculate quantities like displacement, total profit, and accumulated change over time.

  5. Applications in Science and Engineering: The ability to interpret differentiation graphs is indispensable in fields like physics, where velocity and acceleration are derived from position-time graphs, or in economics, where marginal cost and revenue are determined from cost and revenue functions. These applications highlight the practical relevance of understanding differentiation graphs in various professional contexts.

All the questions, markings and recorded discussions will be there until you do A/L.

Q: What are the extra benefits of enrolling in the class?

  • Mr.Sudheera is a skilled teacher who has 7 years of teaching experience in Combined Maths and is well equipped to offer the best quality support
  • Get your doubts clarified easily in the live class
  • You can post doubts on the WhatsApp group to be clarified by the teacher
  • Assistive technical team support to help you out

Recently Added Courses

blog
Last Updated 16th December 2024
  • 7500
blog
Last Updated 11th December 2024
  • 4000
blog
Last Updated 4th December 2024
  • 4000
blog
Last Updated 4th December 2024
  • 3500

About the Instructor

instructor
About the Instructor

Mr. Sudheera Peiris is an experienced and dedicated mathematics educator with a passion for teaching and inspiring students. With a background in mathematics and a solid understanding of pedagogical principles, he has been instrumental in helping students develop a strong foundation in math and excel in their academic pursuits.

He holds a Bachelor's degree in Mathematics from University of Colombo, where he graduated with honors.

With over Seven years of teaching experience, He has had the opportunity to teach a wide range of grade levels and student abilities. He has successfully implemented various teaching methodologies and differentiated instruction to accommodate diverse learning styles and help students grasp complex mathematical concepts.