Test: Arches -2


10 Questions MCQ Test Topicwise Question Bank for Civil Engineering | Test: Arches -2


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Attempt Test: Arches -2 | 10 questions in 30 minutes | Mock test for GATE preparation | Free important questions MCQ to study Topicwise Question Bank for Civil Engineering for GATE Exam | Download free PDF with solutions
QUESTION: 1

A parabolic arch, symmetrical; with hinges at centre and ends, carries a point load P at a distance x from left support. The arch has a span of 20 m and rise of 5 m. What is the value of 'x' if the left hinge reaction is inclined with a slope of two vertical to one horizontal?

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QUESTION: 2

An arch is used in long span bridges because there is

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QUESTION: 3

A symmetrical circular arch of span 25 m with a central rise of 5 m is hinged at crown and springings. it carries a point load on the arch at a distance of 6.25 m from the left hinge. If the inclination of the thrust at the right hinge is 0 measured from horizontal, then what is the value of tan 0?

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QUESTION: 4

A three hinged arch is subjected to point load at crown. The magnitude of horizontal reaction at A is

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QUESTION: 5

The horizontal thrust at support A in a three hinged arch shown in the given figure is

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QUESTION: 6

A three hinged arch shown in the figure is quarter of a circle. If the vertical and horizontal components of reaction at A are equal, the value of θ is

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QUESTION: 7

For the semicircular two-hinged arch shown in the figure below a moment 50 t-cm applied at B produces a displacement of 0.5 cm at A. If a concentrated load of 10 t is applied at A, the rotation at B in the arch will be

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QUESTION: 8

A two hinged semicircular arch of radius 20 meters carries a load system shown in figure. The horizontal thrust at each support is (Assume uniform flexural rigidity)

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QUESTION: 9

A three hinged semicircular arch of radius R carries a uniformly distributed load w per unit run over the whole span. The horizontal thrust is

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QUESTION: 10

The horizontal thrust due to rise in temperature in a semicircular two hinged arch of radius R is proportional to

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