Students' Presentation - Math Project.
We value our team work, our enjoyable math course and our good memories of learning journey.
Example Text
Extraction of "Statements of My Teaching Observations from From Sterling Education in 2016 testimonial as the following:
"Ms. Pham is a hardworking and conscientious teacher who is extremely passionate about the subject "math" and tries to instill the same passion in her students. .......
She made available a video to give students the opportunity to explore the topic prior to the lesson. This self-discovery technique was instrumental in increasing the level of discussion and collaboration in the classroom.....
She commenced the lesson by reviewing the concept "Momentum" The lesson was well paced and she managed to achieve all her objectives in time, including allowing time for review questions and reflection. .....She made use of visual aids toy car, pendulum to demonstrate explain......Much of the instruction was completed on the board using realistic scenarios, systematically progressing to the more difficult and challenging scenarios. She also related how the lesson could help them "make decisions in everyday life" .......
Ms. Pham is an extremely hardworking, reliable and honest educator who strives to provide a structured and challenging curriculum to her students.........."
- Visual, Concrete Examples Step by Step Solutions.
- Logical Sequences, Practical Applications, Conceptual Explanations.
- The most understandable mathematics for all learners.
Edit: Image with Text
My Students' Projects
Applications of Quadratic Functions in Physics & Real Life Problem Solving.
Surface Areas & Volumes of Three Dimensional Shapes
Surface Areas & Volumes of Three Dimensional Objects.
Composite 3-D Structures.
surface areas and volumes of 3-D composite shapes' Project.
We created our own designed of composite 3-D shapes based on our creative story.
We measured dimensions, using unit conversions to our real life construction measurements. We calculated Surface Areas and Volumes of our Construction Project.
Our fun math class. Unforgettable memory when team work had been achieved.
Math 10 Geometry Project.
My students' beautiful drawing, very creative and artistic presentation of 3-D shapes when students learned about three dimensional shapes in geometry.
Announcement: Our Online School is non profit. We serve all adults, & senior high school students, college students across the world. Registration begins on July 3rd, 2021. Certifications of Recognition will be given to students who have completed the course and registered for online zoom for a Final Examination in advanced & with a minimum score of 60% of the entire course.
Example Curriculum
- # 1 - Lesson 1 - Antiderivatives - Lecture Notes (18:31)
- # 2 - Lesson 2: How to Calculate Antiderivatives (29:41)
- # 3 - Video Lecture - Lesson 3 - Antiderivatives (19:21)
- # 4 - ANTIDERIVATIVE FORMULAS
- # 5 - New Lecture: PRACTICE EXERCISE - ANTIDERIVATIVES
- #6 - Video Lecture: Application of Antiderivatives - Problem 1 (16:25)
- # 7 - Video Lecture: Applications of Antiderivative in Motions (18:39)
- # 8 - Video Lecture : Solve Differential Equations. (50:57)
- #9- Lesson 2 - How To Solve Differential Equation
- # 10 - Practice Exercise - Solve Differential Equation
- UNIT 1 QUIZ
- # 1 - Video Lecture - Newton's Laws of Cooling (58:24)
- # 2 - Lesson 1 - The Laws of Natural Growth
- # 3 - Lesson 2: Newtons' Laws of Cooling
- # 4 - Practice Exercises - Applications of Anti-Derivatives
- # 5 Video Lecture - Application of Mixture Problems (31:56)
- # 6 - Lecture Notes - Differential Equations
- # 6 - Sample Solutions of Problem Solving in Differential Functions
- # 7 - Video Lecture - LOGISTIC EQUATIONS New Lecture (30:52)
- # 8 - PRACTICE EXERCISES -MIXTURE & LOGISTICS.
- # 9 - Unit 2 - Lesson 3 - Logistic Differential Equation
- # 10 - Copy of Solve Applications of Mixture & Logistic Problems
- IMPORTANT NOTES - DIFFERENTIAL EQUATIONS
- #11- Copy of Unit 2 - Lesson 4 - Sample Solutions of Problems Solving in Differential Functions
- # 12 - Practice Exercise - Application of Antiderivative
- # 13 - Copy of Unit 2 - Lesson 5 - Logistic Differential Equation
- # 14 - Video Lecture - Logistics Function & Its Derived Formulas (30:52)
- # 15 - Video Lecture - Application of Logistics Equations in Problems 'Solving (35:58)
- # 16 - Video Lecture - Solve a Pandemic Problem in Logistics (37:04)
- # 17 - Applications in Periodic Motions - an Equilibrium System
- #18 - Video Lecture Equilibrium System & Differential Equations (55:21)
- #19 - Video Lecture Solve Equilibrium Problems (82:58)
- #20 - Practice Exercises - Equilibrium Problems
- Unit 2 Quiz
- # 1 - Formula of Indefinite Integrals (AntiDerivatives)
- # 2 - Video Lecture - Evaluate Indefinite & Definite Integrals (56:48)
- # 3 - The Substitution Rules
- # 4 - Video Lecture - integrations by Substitution (49:58)
- # 5 - Practice Exercise - Evaluate integrals Using Substitution
- Integrations - Quiz One
- # 7 - Video Lecture - Integrations by Parts (49:21)
- # 8 - Unit 3 -Lesson - Integrations by Parts
- # 9- Practice Exercise - Integrations by Parts
- # 10 -Trigonometric Substitution In Integrations.
- #11 - Video Lecture - Trigonometric Substitution In Integrations (50:54)
- # 11 - Video Lecture - Partials Fractions (58:26)
- #12 - Lecture Notes - Integrations of Partial Fractions
- # 12- Practice Exercise - Evaluate Integrals Using Partial Fractions
- #12 - Unit 3 Quiz - Integrations Quiz Two
- # 1- Sigma Notations - Lecture Notes _ Lesson 1
- # 2 - Video Lectures - Proof of The Sum of Natural Numbers (90:29)
- # 3 - Areas Under the Curves - lecture notes
- # 4 - Video Lecture - Areas Under The Curves. (75:41)
- # 5 - Find the Areas under The Curve - Practice Exercise
- # 6 - Lecture Notes - Lesson 3 - Areas Between Curves
- # 7 - Video Lectures- Find the Area Between Tne Two Curves. (33:57)
- # 8 - Practice Exercise : Find the Area Between Two Curves.
- Unit 4 Quiz
- # 1 - UNIT 5 - Lesson 1 - Lecture Notes - Introduction to Volumes of Solid Revolutions (42:32)
- # 2 - Video Lecture Volume of Revolutions - Disc Method
- # 3 - Video Lectures Disc Method (40:42)
- # 4 - Video Lecture - Volume of Revolution - Revolving about the Y- Axis lesson 1 (23:37)
- # 5 - Video Lecture - Volume of Revolutions - Revolving about the Y-Axis - Lesson 2 (31:10)
- # 6 - Lecture Notes - Volume of Solid Revolution - Revolving About Y- Axis
- Video Lecture - Generate the volume by a Region bounded by The Two Curves (46:20)
- # 8 - Practice Quiz - Find The Volume - Using Disc Method
- # 9- Lecture Notes - Solid of Revolutions - The Shell Method
- # 10 - Video Lecture - Concepts of The Shell Method (63:16)
- # 11- Video Lecture - Solve Problem - Using the Shell Method (38:01)
- # 12 - Video Lecture Problem Solving in a Shell Method (42:29)
- # 13 Unit Quiz - Volume of a Solid Revolution
- # 1 - Lesson 1 - Lecture Notes - Convert Between Polar Coordinates and Cartesian Coordinates (27:24)
- # 2 - Video Lecture - Convert Between Polar and Cartesian Coordinates (18:27)
- # 3 - MS PowerPoint Presentation of Polar Curves
- # 4 - Video Lecture - Polar Curve Sketching (73:50)
- # 5 - Lecture Notes- how to sketch Polar Curves
- # 6 - Practice Exercises
Our Mathematics Class Math 10 at Sterling Education.
We were hard working, energetic and full of passion for learning both academic subjects as well as physical education. We were respectful and productive teamwork.
Online Course - Introduction to Calculus Course 1.
This course covers the first fundamental concept in calculus which is the rate of changes, known as limits and derivatives and their useful applications in all sciences, and finance. Including 54 live video lectures, practical problem solving, sample solutions and answer keys are provided, Six unit Quiz and one Final Exam are also included.
Example Video Title
Volume of A Solid Revolutions
Help your students visualize the story with a captivating video about your course. Give more context with a brief description here. You can also leave the Header and Description text fields empty to let the video speak for itself.