The Origins of Trigonometry
Trigonometry is the
study of triangles or triangular shapes. The Gregorian Universal System and
Units of Measurement Systems (GUSUMS) provides illustrations that shows that
trigonometry originated from the circle and sacred geometry. In doing so GUSUMS
derived the various types of triangular shapes and their properties by
combining the points of sacred geometrical circles such as the seed and the
fruit of life where two or more circles intersected.
Equilateral Triangle
An equilateral triangle
is a triangle whose sides and angles are equal. This means that each angle is
60 degrees.
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| An Equilateral Triangle derived by GUSUMS |
A Right Angle Triangle
A right-angled triangle
is a triangle in which one of its angle is 60 degrees.
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| A right angle triangle derived by GUSUMS from sacred geometry and the circle |
An Obtuse Triangle
An obtuse triangle is a
triangular shape in which one of its angle is greater than 90 degrees.
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| An obtuse triangle derived from the circle |
Scalene Triangle
A scalene Triangle is a
triangle in which all sides and angles are not equal.
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| A scalene Triangle derived by GUSUMS from the circle |
An Acute Triangle
An acute triangle is a
triangular shape in which all angles are less than 90 degrees.
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| An acute triangle derived by GUSUMS from the circle and sacred geometry. |
An Isosceles Triangle
An isosceles triangle
is a triangular shape with 2 equal sides and angles.
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| An Isosceles triangle derived by GUSUMS from the circle |
Other Triangular shapes
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| The 6-pointed star/hexagram derived by GUSUMS from the Circle and Sacred Geometry Link to the Book: The Gregorian Universal System and Units of Measurement System (GUSUMS): The Art of Mathematics |
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