A Treatise on Surveying,: Containing the Theory and Practice: : to which is Prefixed a Perspicuous System of Plane Trigonometry. : The Whole Clearly Demonstrated and Illustrated by a Large Number of Appropriate Examples. : Particularly Adapted to the Use of SchoolsKimber and Sharpless, no. 93, Market Street, and John Richardson, no. 244, Market Street., 1820 - 206 páginas |
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Página 26
When a straight line stands on another straight line , so as to incline to neither side , but makes the angles on each side equal , then each of those angles is called a right angle and the line which stands on the other is said to be ...
When a straight line stands on another straight line , so as to incline to neither side , but makes the angles on each side equal , then each of those angles is called a right angle and the line which stands on the other is said to be ...
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Any quadrilateral , whose opposite sides are parallel , is called a parallelogram , as D , Fig . 11 . ... That side upon which any parallelogram , or trian- . gle is supposed to stand , is called the base ; and the perpendicular falling ...
Any quadrilateral , whose opposite sides are parallel , is called a parallelogram , as D , Fig . 11 . ... That side upon which any parallelogram , or trian- . gle is supposed to stand , is called the base ; and the perpendicular falling ...
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All plane figures contained under more than four sides , are called polygons ; of which those having five sides , are called pentagons ; those having six sides , hexagons , and so on . 33. A regular polygon is one whose angles , as well ...
All plane figures contained under more than four sides , are called polygons ; of which those having five sides , are called pentagons ; those having six sides , hexagons , and so on . 33. A regular polygon is one whose angles , as well ...
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At a given point A , in a right line EF , to erect a per . pendicular , Fig . 19 . From the point A , lay off on each side , the equal distances AC , AD ; from C and D , as GEOMETRY . 29 Geometrical Problems,
At a given point A , in a right line EF , to erect a per . pendicular , Fig . 19 . From the point A , lay off on each side , the equal distances AC , AD ; from C and D , as GEOMETRY . 29 Geometrical Problems,
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To describe a triangle that shall have its sides respectively equal to three right lines D , E and F , of which any two must be together greater than the third ...
To describe a triangle that shall have its sides respectively equal to three right lines D , E and F , of which any two must be together greater than the third ...
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ABCD ABFD acres adjacent adjacent angles angle ABC angle opposite angled triangle base bearing and distance breadth Calculation centre Co-secant Co-sine Co-tang column decimal Deg Dist degrees DEMONSTRATION Dep Lat departure corresponding diff difference of latitude divide division line draw equal EXAMPLES feet figures find the angle find the area four-pole chains fourth term given angle given area given bearing given ratio given side John Gummere Lat Dep latitude and departure length logarithm measured meridian distance natural number off-sets parallel parallelogram perches perpendicular perpendicular BC quired quotient radius rectangle remainder Required the area right angle right line right-angled triangle RULE Secant semiperimeter side AB side AC sine square root station stationary line subtract survey tance Tang Tangent tract of land trapezium trapezoid triangle ABC trigonometry ܟܬ