McqMate

Q. |
## If is the maximum allowable bending stress in a tension member whose radius of gyration is and depth is 2y, the required cross sectional area is given by |

A. | a = my/fr² |

B. | a = my²/fr² |

C. | a = my/fr |

D. | a = my/f²r² |

Answer» A. a = my/fr² |

1.8k

0

Do you find this helpful?

12

View all MCQs in

Design of Steel StructuresNo comments yet

- If is the maximum allowable bending stress in a tension member whose radius of gyration is and depth is 2y, the required cross sectional area is given by
- For double angles carrying tension, placed back to back and connected to either side of the gusset plate, the sectional area of the section, is equal to cross sectional area of
- For double angles carrying tension, placed back to back and connected to either side of the gusset plate, the sectional area of the section, is equal to cross sectional area of
- If M is the moment due to a couple in a bearing plate whose width is b and allowable bending stress is P, the thickness (t) of the bending plate of the column splice, is
- If M is the moment due to a couple in a bearing plate whose width is b and allowable bending stress is P, the thickness (t) of the bending plate of the column splice, is
- If the moment of inertia of a section about its axis is and its effective sectional area is , its radius of gyration r about the axis, is
- If the moment of inertia of a section about its axis is and its effective sectional area is, its radius of gyration r about the axis, is
- The economical depth d of a web plate in which allowable bearing stress is fb, and the maximum bending moment is M, as suggested by Rawater and Clark, is
- The economical depth d of a web plate in which allowable bearing stress is fb, and the maximum bending moment is M, as suggested by Rawater and Clark, is
- Net sectional area of a tension member, is equal to its gross section area