18.22 If an area having an average slope of 8% is mapped using a scale of 1:2000 and contour
interval of 0.5 m, how far apart will contours be on the map?
18.23 Similar to Problem 18.22, except average slope is 3.3%, map scale is 400 ft/in., and
contour interval is 5 ft.
18.24* Similar to Problem 18.22, except average slope is 4%, map scale is 1:1000, and contour
interval is 0.5 m.
18.25* The three-dimensional (X, Y, Z) coordinates in meters of vertexes A, B, and C in Figure
18.14 are (5412.456, 4480.621, 248.147), (5463.427, 4459.660, 253.121) and
(5456.081, 4514.382, 236.193), respectively. What are the coordinates of the
intersection of the 250-m contour with side AB? With side BC?
18.26 The three-dimensional (X, Y, Z) coordinates in meters for vertices A, B, and C in Figure
18.14 are (5412.456, 4480.621, 124.381), (5463.427, 4459.660, 132.457) and
(5456.081, 4514.382, 119.604), respectively. What are the coordinates of the
intersections of the 125-m contour as it passes through the sides of the triangle?
18.27 Similar to Problem 18.26, except compute the coordinates of the intersection of the 128-
m contour.
Interpolations:
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