Civil Engineering MCQs

Page No. 267

Three point problem can be solved by_________________?


aTracing paper method


b Bessels method


c Lehman’s method


d all of the above


View Answer all of the above

Intersection method of detailed plotting is most suitable for________________?


aforests


b urban areas


c hilly areas


dplains


View Answer hilly areas

Benchmark is established by________________?


a hypsometry


bbarometric levelling


cspirit levelling


dtrigonometrical levelling


View Answer spirit levelling

A series of closely spaced contour lines represents a___________________?


asteep slope


bgentle slope


cuniform slope


dplane surface


View Answer steep slope

Closed contours, with higher value inwards, represent a_______________?


a depression


bhillock


c plain surface


dnone of the above


View Answer hillock

Direct method of contouring is_________________?


a a quick method


badopted for large surveys only


cmost accurate method


dsuitable for hilly terrains


View Answer most accurate method

Which of the following methods of con-touring is most suitable for a hilly terrain ?


adirect method


bsquare method


ccross-sections method


d tacheometric method



In direct method of contouring, the process of locating or identifying points lying on a contour is called_______________?


aranging


bcentring


chorizontal control


dvertical control


View Answer vertical control

Select the correct statement_______________?


aA contour is not necessarily a closed curve


b A contour represents a ridge line if the concave side of lower value con¬tour lies towards the higher value contour


cTwo contours of different elevations do not cross each other except in case of an overhanging cliff


dAll of the above statements are correct



An imaginary line lying throughout the surface of ground and preserving a constant inclination to the horizontal is known as__________________?


acontour line


bhorizontal equivalent


ccontour interval


d contour gradient


View Answer contour gradient

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