Figure 6CIN ANSWERING QUESTIONS 6-51 AND 6-52.REFER TO FIGURE 6C. THE FIGURE SHOWS THEADJUSTED LATITUDES AND DEPARTURES OFSTATIONS A, B, AND C OF A CLOSEDTRAVERSE. IT ALSO SHOWS THE PLANECOORDINATES OF STATION A.6-51.What are the plane coordinates ofstation B?1.Y = 248.28 X = 156.042.Y = 250.32 X = 158.223.Y = 253.31 X = 160.884.Y = 253.31 X = 162.026-52.What are the plane coordinates ofstation C?1.Y = 83.16 X = 14.322.Y = 83.16 X = 16.183.Y = 85.24 X = 16.184.Y = 85.24 X = 14.32Learning Objective: Compute areasby double meridian distance.double parallel distance, fromcoordinates, by trapezoidalformula, by counting squares, andby planimeter. Compute meridianand double meridian distance.Compute areas by segmented andexternal parcels.6-53.The reference meridian passesthrough what traverse station?1.Most easterly2.Most westerly3.Most northerly4.Most southerlyFigure 6DIN ANSWERING QUESTIONS 6-54 THROUGH 6-56,REFER TO THE FIGURE 6D. THE INITIALTRAVERSE LINE IS AB AND THE SUBSEQUENTTRAVERSE LINES ARE BC AND CA.RESPECTIVELY.6-54.What is the meridian distance oftraverse line BC?1.79.36 ft2.104.24 ft3.143.92 ft4.168.80 ft40
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