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COURSE: TRIGONOMETRY

Basic to Advance using ANIMATION & Visual Tools

This course EXPLAINS all the fundamentals of TRIGONOMETRY with help of Animation and other Visual Tools. The course is designed in scientific and CREATIVE way so that students can grasp all the fundamental from A to Z of Trigonometry.

This course includes:

7 hour of online videos

10 Modules

1 Downloadable resource

HD content. Access on Mobile, Laptop * TV.

Certificate on completion

Course Information

UNDERSTAND BASICS TO ADVANCE OF TRIGONOMETRY WITH HELP OF ANIMATION & VISUAL TOOLS

This course EXPLAINS all the fundamentals of TRIGONOMETRY with help of Animation and other Visual Tools. The course is designed in scientific and CREATIVE way so that students can grasp all the fundamental from A to Z of Trigonometry.

Animation and other Visual tools are used, so that students can learn in Creative way, in totally different environment.

This course is for School Students and students preparing for competitive exams. This course will build your foundation very strong, as it also contains practical examples of Trigonometry in actual Life.

This course is also for Teachers, who want to teach their students in totally different and creative way.

After completing this course, you will be able to understand what actually a Trigonometry is and what is its practical significance. You will develop a strong and unbreakable foundation of Trigonometry that will also help you in other Subjects.

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FEATURES OF CREATA CLASSES

WHAT MAKE US DIFFERENT FROM OTHER COURSES

Better Understanding & Clarity through Animation & Visual Tools

Techniques to Approach Questions & Fundamentals

Experience of Industrial Professionals

Question series with Assignments

Beneficiaries OF CREATA CLASSES

School Students
For Building Strong Foundation

Competitive Exams
Learn Tricks & Techniques to Tackle Questions

Teachers
Who wants to add creativity to their teaching style

Parents
Explore the world of Creativity for your child

Educational Institutes
Contact us separately

Course Information

 

For Students

$100.00
1 year of access

For Students Only

Enroll
 

For Educational Institutes

$200.00
1 year of access

For Educational Institutes Only

Enroll

Download Trigonometry FORMULA List (pdf)

FORMULA List (pdf)
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Introduction to TRIGONOMETRY

Introduction to TRIGONOMETRY

Trigonometric Ratios and Functions

Introduction to Trigonometric Ratios (Sin/ Cos/ Tan)
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Trigonometric Ratios of 30 & 60 Degree
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Trigonometric Ratios of 45 Degree
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Trigonometric Ratios of  0 & 90 Degree
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Trigonometric Ratios Table & Related Observations
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Trigonometric Functions
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Question Series 1

Summary of Formulas & Introduction to Question Series
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Q TR1
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Q TR2
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Q TR3
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Q TR4
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Q TR5
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Q TR6
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Q TR7
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Q TR8
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Q TR9
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Q TR10
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Q H&D 1
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Q H&D 2
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Q H&D 3
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Q H&D 4
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Q H&D 5
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Q H&D 6
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Q H&D 7
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Assignment
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Measurement of Angles

Degree & Radian System
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Systems of Measurement of Angles
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Question Series 2

Q1
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Q2
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Q3
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Q4
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Assignment
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Other Trigonometric Functions (Cosec/ Sec/ Cot)

Other Trigonometric Functions (Cosec/ Sec/ Cot)
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Question Series 3

Q1
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Q2
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Q3
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Q4
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Nature of Trigonometric function in different quadrant system 

Nature of Trigonometric function in different quadrant system 
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Question Series 4

Q1
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Q2
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Trigonometric Graphs

Trigonometric function Graph of Sin (x)
Trigonometric function Graph of Cos (x)
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Trigonometric function Graph of Tan (x)
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Trigonometric function Graph of Cosec (x)
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Trigonometric function Graph of Sec (x)
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Trigonometric function Graph of Cot (x)
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Trigonometric function Graph Review
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Range & Domain

Introduction to Function, Range & Domain
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Range & Domain of Trigonometric Function
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Comparison & Summary of Range & Domain of Trigonometric Function
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Trigonometric Identities

Trigonometric Identities
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Question Series 5

Q1
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Q2
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Q3
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Q4
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Q5
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Q6
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Q7
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Q8
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Q9
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Q10
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Q11
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Assignment
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Trigonometric Ratios of Sum & Difference of Multiple & Sub Multiple of Angles

Trigonometric ratios of Sum & Difference of angles
Related Expressions (Double angle, Triple angle & Half angle formulas)
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Summary & Questions
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Sum & Difference of Trigonometric Ratios
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Trigonometric Equations

Trigonometric Equations
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