LESSON 8 : AREA COMPUTATION Flashcards

1
Q

According to method of determining the area, some areas may be in the shape of?

A

regular geometric figure (square, triangle, or parallelogram)

irregular (bounded entirely by curved boundaries.)

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2
Q

The method of determining areas of land by plane surveying differs from that of ________.

A

Geodetic Surveying

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3
Q

In plane surveying, the area is not the actual area of the land surface but is taken as its projection upon a __________.

A

horizontal plane

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4
Q

The area can be found by dividing the lot into a series of triangles, making the necessary measurements and then calculating the area by any of the usual trigonometric formulas.

A

Area by Triangles

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5
Q

The scaled drawing is marked off in squares of unit areas then counted. This is used to approximate areas.

A

Area by Coordinates Squares

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6
Q

The polar planimeter is a mechanical device used to determine the area of any shape of figure plotted to a known scale by directly tracing the perimeter and reading the result from the scale.

A

Area by Polar Planimeter:

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7
Q

is based on the following rule in analytic geometry: If the vertices of the figure are taken in order around the figure, the area is equal to one-half the sum of the products of each ordinate multiplied by the difference between the two adjacent abscissas always subtracting the preceding from the following abscissa.

A

Area by Coordinates

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8
Q

This method is an adaptation of the coordinates method and is convenient to use when the latitudes and departures of the traverse are known.

A

Area by Double Meridian Distance (DMD)

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9
Q

is the distance of the midpoint of a line to the reference meridian.

A

Meridian Distance

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10
Q

DMD Rule 1

A

The DMD of the first course is equal to the departure of the course.

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11
Q

The DMD of any other course is equal to the DMD of the preceding course, plus the departure of the preceding course, plus the departure of the course itself.

A

DMD Rule 2

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12
Q

DMD Rule 3

A

The DMD of the last course is numerically equal to the departure of that course, but with opposite signs.

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13
Q

DPD Rule 1

A

The DPD of the first course is equal to the latitude of the course.

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14
Q

The DPD of any other course is equal to the DPD of the preceding course, plus the latitude of the preceding course, plus the latitude of the course itself.

A

DPD Rule 2

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15
Q

DPD Rule 3

A

The DPD of the last course is numerically equal to the latitude of that course, but with opposite signs.

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16
Q

Areas with irregular or curved boundaries are usually measured by establishing a base line conveniently near and by taking offsets at regular intervals from the base line to the boundary.

A

Area by Offsets from Straight Lines