Geometry is used as a conceptual language to transliteral the meaning of conceptual order in design. The abstract definition is used to demostrate pathways in elliptical orbit using the transeptual phi. Geometry is used to determine measurement, speed velocity, momentum, direction, distance, relativity, and probabilitic measure in astronomical bodies, through equations of multiplicity using point axes in determinable coordinates, using inference models in relational relativity point span. Geometry is the point of resolution through which the observer determines the observable world, and thus comes to know himself.
Trigonometry is used heavily in astronomy. Erastothenes (ancient Greek) used shadow angles in different parts of the world to determine the circumference of the Earth.
http://outreach.as.utexas.edu/marykay/assignments/eratos1.html
Parallax also uses trigonometry to determine the distance to different objects
http://en.wikipedia.org/wiki/Parallax
The definition of a unit of distance used in astronomy is defined with angles (look up the definition of parsec)
One of the uses is to estimate distances to distant objects using parallax. A star, for example, will appear to move against more distant objects as the earth goes around the sun. The diameter of the earth's orbit is used as the base of a triangle. The two angles that the star makes with the plane of the earth's orbit (or with the Earth-Sun line) from each of those positions are known. Using this information and trigonometry, it is possible to estimate the distance to a star.
to give the basics for astronomy, distance calculation etc
Students are taught trigonometry so they meet the needs in architecture, astronomy and in other fields because trigonometry is the branch of Maths and maths is being used everywhere.
The purpose of trigonometry is to gather as much accurate measurements of distances given little information about angles or other distances. It is used in engineering, astronomy, city planning, drafting and designing, and construction.
yes they do
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maths is important in astronomy algibra and trigonometry
Physics, aeronautics, and astronomy all rely heavily on trigonometry.
to give the basics for astronomy, distance calculation etc
Students are taught trigonometry so they meet the needs in architecture, astronomy and in other fields because trigonometry is the branch of Maths and maths is being used everywhere.
The ancient rules of trigonometry are still used today in navigation, aviation, architecture, astronomy, building, engineering, education ..... etc
It has many purposes for exmaple building, architecture, astronomy and engineering.
how can trigonometry use in metallurgy
The purpose of trigonometry is to gather as much accurate measurements of distances given little information about angles or other distances. It is used in engineering, astronomy, city planning, drafting and designing, and construction.
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One example of an astronomer's use of trigonometry is determining the distance to a star by triangulation.
Mechanics use trigonometry to find angles mostly used in body or chassis work.
Well, if Edward Cullen the bloodsucking vampire can use trigonometry. Then I am asuming farmers can as well.