Problem 27.36 Photographs at a scale of S are required to cover an area X-mi square. The camera has a focal length f and focal plane dimensions of 9 × 9 in. If endlap is 60% and sidelap 30%, how many photos will be required to cover the area for the data given below? ☑ Part A S=16800; X = 11; f = 152.4 mm Express your answer as an integer. Number of photos = ΜΕ ΑΣΦ vec ? Submit Request Answer

The scale of an aerial photograph is 1cm = 400m. The photograph size is 20 cm x 15 cm. if the longitudinal lap is 60% and the side lap is 30% then calculate the number of photographs required to cover the area of size 90 Km x 60 Km.

Given that scale of photograph is 50 m = 1 cm Size of photograph = 18 cm x 18 cm Longitudinal overlap = 60% Side overlap = 30% Covered area = 110 km2 The required number of photographs will be,

Calculate the flight height above average terrain that is required to obtain vertical photographs at an average scale of S' if the camera focal length is f for the following data: Part A S = 1:18, 000; f = 152.40 mm Express your answer in feet to three significant figures. H = Submit Part B H = 197| ΑΣΦ 41 Submit Request Answer S = 1 : 4800; f = 95.90 mm Express your answer in feet to three significant figures. |5| ΑΣΦΑ vec Request Answer vec www www ? ? ft ft

UZL Given the following data, find the required area.. Corner 1 2 X coordinate, m 300 400 800 300 Y coordinate, m 3 600 1,200 4 1,000 1,000 shotographs? 5 1,200 400

What are the average scales of vertical photographs for the following data, given flying height above sea level, H, camera focal length, f, and average ground elevation, h? H = 7800 ft; f = 146.4 mm; h = 1210 ft Express your answer in feet to four significant figures. S = 1 in. / OF [Π| ΑΣΦ S = 1 in. / vec H = 6100 ft; f=8-1/4 in.; h = 920 ft Express your answer in feet to three significant figures. AΣ vec ? ? ft ft

IM ER TELOG QUESTION 1: ISOMETRIC Q1(a): Taking X as the lowest view point, sketch the isometric view of the part. X

Topic: RCD Please help me answer this problem step by step by showing and specify the answer on the given question.

If the size of the ground area is 6 km x 3 km and the corresponding photo size in the aerial photograph is 30 cm x 15 cm, then the scale of the photograph is 1: (in integer)

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