1. Exact analysis is referred to which type of analysis?
a) Statically determinate analysis
b) Statically indeterminate analysis
c) Doesn’t depend upon determinacy
d) Depends upon load applied
Explanation: Statically indeterminate analysis is refereed as exact analysis while the other one is referred as approximate analysis.
2. How many assumptions do we have to make to solve an indeterminate truss?
a) Always 3
b) Always 2
c) Equal to its degree of indeterminacy
d) One less than its degree of indeterminacy
Explanation: For example, 3 assumptions will have to be made if degree of indeterminacy is three.
3. What is a reasonable assumption if diagonals of a truss system are long and slender?
a) They can’t carry tensile force
b) They can’t carry compressive force
c) They can’t carry force
d) They can’t carry large force
Explanation: If they are long and slender, ten it can be assumed that they can’t carry compressive force as they can easily buckle.
4. If a long and slender diagonal is appearing to carry compressive load, then it is assumed that:-
a) It carries a tensile load
b) It carries a compressive load
c) It carries no load
d) It carries large load
Explanation: Since it can easily buckle, it is assumed to be a zero-force member.
5.If both diagonal members are constructed from channels, then the how much load will be carried by compressive member?
a) 0
b) 1/4 th of panel shear
c) Half of panel shear
d) 3/4 th of panel shear
Explanation: In these cases, diagonals are equally capable of supporting tensile and compressive forces. So, they are assumed to carry half the panel shear.
6.In which case is only members within a localized region of structure are considered?
a) When disturbance within a member causes a lot of disturbances in outside region
b) When disturbance within a member causes little of disturbances in outside region
c) When lower loads are applied
d) When larger loads are applied
Explanation: This technique is used only when disturbance within a member causes little of disturbances in outside region.
7. Points of inflection can be considered as:-
a) Pin support
b) Roller support
c) Link support
d) Pin
Explanation: These points can be considered as pin as there is no moment at points of inflection.
8. If a beam is supported by fixed support at both its end then point of inflection will lie at what distance from end points (L is length of beam).
a) 0
b) 0.11L
c) 0.21L
d) 0.31L
Explanation: It can shown using exact analysis methods that both inflection points lay at a distance of 0.21L from end points.
9. If a beam is supported by pin supports at both its end then point of inflection will lie at what distance from end points (L is length of beam).
a) 0
b) 0.11L
c) 0.21L
d) 0.31L
Explanation: In case of pin supports, it will be a determinate case and can be solved very easily.
10. In actual cases, at what distance are point of inflections assumed from end points (L is length of beam).
a) 0
b) 0.1L
c) 0.2L
d) 0.3L
Explanation: In actual cases, supports will provide some flexibility at ends, so we take an average value as our assumption.