Trigonometry comes from two Greek words. These two words are trigonon and metria. Therefore, trigonometry means measurement of triangles.
Trigonometry has been around for more than 3000 years. The Babylonians, the Greeks, and the Egyptians all used trigonometry to find the lengths of the sides of triangles and the measures of their angles.
About 3000 years ago, trigonometry was used in astronomy and surveying among a few others.
Today, trigonometry has expanded to include a vast number of physical phenomena including sound waves, light rays, pendulums, and orbits of atomic particles.
The fields that trigonometry is being used today include electronics, engineering, and calculus.
A study of trigonometry will primarily involve concepts of angles, the right triangle, and the unit circle.
The problems you can solve with trigonometry are many. A short list includes the following:
Angle of elevation
Angle of depression
Height of a very tall building
Diameter of the moon
The area that is swept clean by a windshield wiper
My goal is to help you understand and master trigonometry in no time and with no tears.
I have designed the lessons carefully backed up with years of experience teaching mathematics in high school.
I have organized the lessons to follow a logical pattern. Therefore, study them in the order shown below.
I am confident you will conquer trigonometry when you reached the end.
Lesson #0: Pythagorean theorem
Lesson #1: The tangent ratio
Lesson #2: The sine / cosine ratio
Lesson #3: The unit circle
Lesson #4: Using the unit circle to find sin(45 degrees) and cos(45 degrees)
Lesson #5: Using the 30-60-90 degrees triangle to find sine and cosine
Lesson #6: Using the unit circle to find the cosine and sine of 30 and 60 degrees angles
Lesson #7: Summary of lesson #1 through lesson #6
Additional topics in trigonometry
Feb 22, 17 01:53 PM
What is the equation of a circle? How to derive the equation of a circle?
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Feb 22, 17 01:53 PM
What is the equation of a circle? How to derive the equation of a circle?