Sighting across a lake 13 km wide through a pair of binoculars, what is the height of the shortest tree on the opposite shore whose tip the observer can see if his eyes are 160 cm above the shore line on which he stands?
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- Compute the height of a building (in feet), given the following data: • Instrument Height = Rod (Prism Height) • Horizontal Distance to Prism = 142.68 feet • The Zenith Angle (Measured from Overhead vertical) = 38° 20' 43" to the top of the building.2. An osprey (bird) is 5.0 m above the surface of the water when it spotted a fish apparently to be 0.5 m below the surface of the water. How far below the surface of the water is the fish swimming? For the fish perspective, how far above the surface of the water does the osprey appear to be?A TALL BOY STANDING ON THE SHORE LOOKS TOWARDS THE SEA. IF HISEYES IS 1.70 M. ABOVE SEA LEVEL, WHAT THE DISTANCE OUT TO THE SEAIS HIS VISIBLE HORIZON NEGLECTING THE EFFECT OF WAVES? ( Draw a figure )
- Two towers, A and B, are located on level ground and their bases have equal elevations above sea level. Determine the distance between the two towers if a person standing on top of tower A can just see the top of tower B. His eyes are 15.50 m above the ground.A woman standing on a beach can just see the top of a lighthouse 24.140 Km away. If her eye height above the sea level is 1.738m, determine the height of the lighthouse above the sea level.Surveying homework . As shown in the figure, Point A and point B are both sides of the river , but point B cannot be reached. How can we measure the distance between point A and point B? Design a measurement scheme according to what you have learned.
- a) the forebearing of XY is N 63 degrees 13 minutes 43 seconds W. What is the back earring of XY? b) given that A and B have the Cartesian coordinates (400,500) and (600,515) respectively, find the forebearing of BA and the distance |AB|.A student paces a 50-m length five times with the following results: 57.00, 56.75, 56.50, 58.00, and 56.25 paces. Determine how many paces must he step off in order to establish a distance of 450 meters on level ground. (Round your answer to the nearest whole number) A. 512 steps B. 511 steps C. 510 steps D. 509 steps1. A camera was equipped with a 152mm (6”) focal-length lens is used to take a vertical photograph from a flying height of 2780m above mean sea level. If the terrain is flat and located at an elevation of 500m: a.) What is the scale of the photograph? b.) What would be the scale at mean sea level?
- In the figure above, he, hr, z and the measured slope length L were 1.40 m, 1.55 m, 96∘05'33" and 1663.601 m, respectively. Calculate the horizontal length between A and B if a total station measures the distance. Express your answer to six significant figures and include the appropriate units.An offshore drilling rig is being towed out to sea. What is the maximum distance awaythat the navigation lights can still be seen by an observer standing at the shoreline?The observer’s eye height is 5'8", and the uppermost navigation light is 230 ft abovethe water.Question Answer the following in Trigonometric Way: Three prospective buyers of a triangular parcel of land are interested in buying the land. All of these prospective buyers want the land so much because each side of the land is along a road which makes the land accessible. The only thing that keeps them from buying the land is that they do not know the area of the land. (1) Prospective buyer #1 wants the area to be. 750m- 850m^2. Find its Trigonometric Measure. (2) Prospective buyer #2 wants the area to be within the range of 500m-750m^2. Find its Trigonometric Measure. (3) and prospective buyer #3 wants the area to be exactly 850m^2. Find its Trigonometric Measure.