Traversing survey involves measuring distances and angles between survey points to establish control networks, typically using linear measurements and compass or theodolite readings. Triangulation survey, on the other hand, relies on the principle of triangulation to determine the positions of points by measuring the angles of a triangle formed by sighting distant landmarks. Triangulation surveys are more accurate over long distances and are commonly used in geodetic surveys, while traversing surveys are more suitable for smaller-scale projects and local mapping.
Draw a base line, for example, 7 inches long. Measure 3.5 inches and mark the middle. From this middle mark, draw a 7 inch vertical line at right-angles (90 degrees) to the base line. Draw a line from the top of the vertical line to one end of the base line. Repeat on the other side. You now have a triangular pyramid 7 inches tall by 7 inches a long the base. Alter the measurements to suit.
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It would be 15.7cm long!
triangulation
Traversing survey involves measuring distances and angles between survey points to establish control networks, typically using linear measurements and compass or theodolite readings. Triangulation survey, on the other hand, relies on the principle of triangulation to determine the positions of points by measuring the angles of a triangle formed by sighting distant landmarks. Triangulation surveys are more accurate over long distances and are commonly used in geodetic surveys, while traversing surveys are more suitable for smaller-scale projects and local mapping.
Draw a base line, for example, 7 inches long. Measure 3.5 inches and mark the middle. From this middle mark, draw a 7 inch vertical line at right-angles (90 degrees) to the base line. Draw a line from the top of the vertical line to one end of the base line. Repeat on the other side. You now have a triangular pyramid 7 inches tall by 7 inches a long the base. Alter the measurements to suit.
Traversing and triangulation are both methods used in surveying, each with its own advantages:Advantages of traversing:Flexibility: Traversing allows for irregularly shaped boundaries to be surveyed efficiently.Accuracy: With careful measurement and adjustment, traversing can provide highly accurate results.Control: Traversing can establish control points for subsequent surveys or triangulations.Adaptability: It can be employed in various terrains and environments, making it versatile for different surveying tasks.Advantages of triangulation:Speed: Triangulation can be faster than traversing for surveying large, open areas with few obstacles.Simplicity: It requires fewer measurements and calculations compared to traversing, simplifying the survey process.Long distances: Triangulation is well-suited for covering long distances, particularly in flat or open landscapes.Automation: Modern surveying technologies, such as GPS, can automate triangulation processes, further enhancing efficiency.
he is not out as long as he stays in the base line
The runners lane going down the first base line is 45 feet long and 3 feet wide, begins halfway down the line and ends at first base.
It would be 100 centimetres in a 1000 base ten rod! YAY, I got it right!
Oh, what a lovely question! If we have 1000 base 10 rods, each measuring 1 meter long, that would be 1000 meters in total. Since 1 meter is equal to 100 centimeters, the line of 1000 rods would be 100,000 centimeters long. Just imagine all the beautiful landscapes and happy little trees you could paint along that long, long line!
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Example: First draw a base line 7 inches long. Measure 3.5 from one end and mark the middle. Draw a 7 inch vertical line from the middle mark at right-angles to the base line. Draw a line from the top of the vertical line to one end of the base line. Repeat on other side. You have now constructed an equilateral triangle, with 3 angles of 60 degrees.
If you take all the DNA from a single human cell and stretch it into a single connected line, the DNA polymer will be about 1 meter long (1.02 m to be more accurate).
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