- 7.7-1: If the wide-flange beam is subjected to a shear of V = 20 kN, deter...
- 7.7-2: If the wide-flange beam is subjected to a shear of V = 20 kN, deter...
- 7.7-3: If the wide-flange beam is subjected to a shear of V = 20 kN, deter...
- 7.7-4: If the T-beam is subjected to a vertical shear of V = 12 kip, deter...
- 7.7-5: If the T-beam is subjected to a vertical shear of V = 12 kip, deter...
- 7.7-6: The wood beam has an allowable shear stress of tallow = 7 MPa. Dete...
- 7.7-7: The shaft is supported by a smooth thrust bearing at A and a smooth...
- 7.7-8: The shaft is supported by a smooth thrust bearing at A and a smooth...
- 7.7-9: Determine the largest shear force V that the member can sustain if ...
- 7.7-10: If the applied shear force V = 18 kip, determine the maximum shear ...
- 7.7-11: The overhang beam is subjected to the uniform distributed load havi...
- 7.7-12: The beam has a rectangular cross section and is made of wood having...
- 7.7-13: Determine the maximum shear stress in the strut if it is subjected ...
- 7.7-14: Determine the maximum shear force V that the strut can support if t...
- 7.7-15: The strut is subjected to a vertical shear of V = 130 kN. Plot the ...
- 7.7-16: The steel rod has a radius of 1.25 in. If it is subjected to a shea...
- 7.7-17: If the beam is subjected to a shear of V = 15 kN, determine the web...
- 7.7-18: If the wide-flange beam is subjected to a shear of V = 30 kN, deter...
- 7.7-19: If the wide-flange beam is subjected to a shear of V = 30 kN, deter...
- 7.7-20: The steel rod is subjected to a shear of 30 kip. Determine the maxi...
- 7.7-21: If the beam is made from wood having an allowable shear stress tall...
- 7.7-22: Determine the shear stress at point B on the web of the cantilevere...
- 7.7-23: Determine the maximum shear stress acting at section a a of the can...
- 7.7-24: Determine the maximum shear stress in the T-beam at the critical se...
- 7.7-25: Determine the maximum shear stress in the T-beam at section C . Sho...
- 7.7-26: The beam has a square cross section and is made of wood having an a...
- 7.7-27: The beam is slit longitudinally along both sides as shown. If it is...
- 7.7-28: The beam is to be cut longitudinally along both sides as shown. If ...
- 7.7-29: Write a computer program that can be used to determine the maximum ...
- 7.7-30: The beam has a rectangular cross section and is subjected to a load...
- 7.7-31: The beam in Fig. 648 f is subjected to a fully plastic moment Mp . ...
- 7.7-32: The beam is constructed from two boards fastened together at the to...
- 7.7-33: The beam is construced from two boards fastened together at the top...
- 7.7-34: The boards are glued together to form the built-up beam. If the woo...
- 7.7-35: The boards are glued together to form the built-up beam. If the woo...
- 7.7-36: Three identical boards are bolted together to form the built-up bea...
- 7.7-37: Three identical boards are bolted together to form the built-up bea...
- 7.7-38: The beam is subjected to a shear of V = 2 kN. Determine the average...
- 7.7-39: A beam is constructed from three boards bolted together as shown. D...
- 7.7-40: The simply-supported beam is built-up from three boards by nailing ...
- 7.7-41: The simply-supported beam is built-up from three boards by nailing ...
- 7.7-42: The T-beam is constructed as shown. If the nails can each support a...
- 7.7-43: The box beam is made from four pieces of plastic that are glued tog...
- 7.7-44: The box beam is made from four pieces of plastic that are glued tog...
- 7.7-45: A beam is constructed from four boards which are nailed together. I...
- 7.7-46: The beam is subjected to a shear of V = 800 N. Determine the averag...
- 7.7-47: The beam is made from four boards nailed together as shown. If the ...
- 7.7-48: The beam is made from three polystyrene strips that are glued toget...
- 7.7-49: The timber T-beam is subjected to a load consisting of n concentrat...
- 7.7-50: A shear force of V = 300 kN is applied to the box girder. Determine...
- 7.7-51: A shear force of V = 450 kN is applied to the box girder. Determine...
- 7.7-52: A shear force of V = 18 kN is applied to the symmetric box girder. ...
- 7.7-53: A shear force of V = 18 kN is applied to the box girder. Determine ...
- 7.7-54: The aluminum strut is 10 mm thick and has the cross section shown. ...
- 7.7-55: The aluminum strut is 10 mm thick and has the cross section shown. ...
- 7.7-56: The beam is subjected to a shear force of V = 5 kip . Determine the...
- 7.7-57: The beam is constructed from four plates and is subjected to a shea...
- 7.7-58: The channel is subjected to a shear of V = 75 kN . Determine the sh...
- 7.7-59: The channel is subjected to a shear of V = 75 kN . Determine the ma...
- 7.7-60: The built-up beam is formed by welding together the thin plates of ...
- 7.7-61: The assembly is subjected to a vertical shear of V = 7 kip . Determ...
- 7.7-62: Determine the shear-stress variation over the cross section of the ...
- 7.7-63: Determine the location e of the shear center, point O , for the thi...
- 7.7-64: Determine the location e of the shear center, point O , for the thi...
- 7.7-65: The beam supports a vertical shear of V = 7 kip. Determine the resu...
- 7.7-66: The built-up beam is fabricated from the three thin plates having a...
- 7.7-67: Determine the location e of the shear center, point O , for the thi...
- 7.7-68: A thin plate of thickness t is bent to form the beam having the cro...
- 7.7-69: A thin plate of thickness t is bent to form the beam having the cro...
- 7.7-70: Determine the location e of the shear center, point O , for the thi...
- 7.7-71: The beam is fabricated from four boards nailed together as shown. D...
- 7.7-72: The T-beam is subjected to a shear of V = 150 kN . Determine the am...
- 7.7-73: The member is subject to a shear force of V = 2 kN. Determine the s...
- 7.7-74: Determine the shear stress at points B and C on the web of the beam...
- 7.7-75: Determine the maximum shear stress acting at section aa in the beam.

# Solutions for Chapter 7: Mechanics of Materials 9th Edition

## Full solutions for Mechanics of Materials | 9th Edition

ISBN: 9780133254426

Solutions for Chapter 7

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Solutions for Chapter 7

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