Q.1
14 MarksDetermine the resultant of the three forces excreted at point C of post BC, assume that Rope AC is in tension with force of 365 N
Also asked in Summer 2026 Q1c, Winter 2024 Q1c, Summer 2024 Q1c, Summer 2024 Q4c, Winter 2023 Q1c
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1 of 25 questions on this paper were also asked in other years. 9 more are types of question GTU sets again with new data. Each is marked below with the years it appeared.See all 22 repeated 2130003 questions, most asked first
Determine the resultant of the three forces excreted at point C of post BC, assume that Rope AC is in tension with force of 365 N
Also asked in Summer 2026 Q1c, Winter 2024 Q1c, Summer 2024 Q1c, Summer 2024 Q4c, Winter 2023 Q1c
Also asked in Summer 2026 Q3b, Winter 2024 Q3c, Summer 2024 Q3b, Winter 2023 Q2c
Also asked in Summer 2026 Q3b, Winter 2024 Q3c, Summer 2024 Q3b, Winter 2023 Q2c
Also asked in Summer 2026 Q3c, Winter 2024 Q3c OR, Summer 2024 Q3c, Winter 2023 Q3c
Also asked in Summer 2026 Q3c, Winter 2024 Q3c OR, Summer 2024 Q3c, Winter 2023 Q3c

Also asked in Summer 2026 Q2c OR, Summer 2024 Q3b OR, Winter 2023 Q4c
Determine the static coefficient of friction if There is cargo of weight W which is start moving when trailer of the truck is raised and inclined at an angle of Ө = 25º.
Assume a concrete block of size 1m width x 1m breadth x 3m height, Locate the distance of a point at which if force is excreted than it will not overturn but starts slide only. Consider unit weight of concrete is 24 kN/m³ and coefficient of friction is 0.5.
The uniform stone in Fig. given below has a mass of 500 kg and is held in the horizontal position using a wedge at B. If the coefficient of static friction is μs = 0.3 at the surfaces of contact, determine the minimum force P needed to remove the wedge. Assume that the stone does not slip at A.
For a figure given below determine the stress developed in it, the Bar AB & EF has cross section area of 50 mm² & CD has cross section area of 30 mm²

There two shafts one with solid diameter 100mm and another is tube with Outer Diameter 100mm and 25mm thickness are made of a material having an allowable shear stress of 75 MPa. Determine the maximum torque that can be applied to each cross section.
For a square beam of size 50mm x 50mm made up of steel with Young Modulus E = 2x10⁵ MPa for a simply supported beam of 500mm span, calculate maximum UDL it can take with allowable bending stress of 250MPa.
The pipe shown in Figure below has an inner radius of 40 mm and an outer radius of 50 mm. If its end is tightened against the support at A using the torque wrench, determine the shear stress developed in the material at the inner and outer walls along the central portion of the pipe.

Calculate Maximum shear force capacity of a beam having 100mm x 100mm size, if its allowable shear stress is 100MPa.
The state of plane stress at a point is represented on the element shown in Figure. Determine the state of stress at this point on another element oriented 30° clockwise from the position shown.

Also asked in Summer 2024 Q5c OR, Winter 2023 Q5c OR
Calculate maximum bending stress developed in a circular pipe having Outer Dia 1500mm and thickness of 20mm, if it is filled fully with water and span of 5m and simply supported condition.
Also asked in Summer 2024 Q5c
The state of stress at a point just before failure of this shaft is shown in Figure. Represent this state of stress in terms of its principal stresses.

Also asked in Summer 2026 Q5b OR, Winter 2024 Q5c OR
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Official Gujarat Technological University (GTU) examination paper for Mechanics of Solids (MOS) (Summer 2025, B.E. · Common Engineering, Sem 3). Features complete 70-mark regular & remedial examination pattern, official marking distribution across all 5 questions, and direct 1-click official PDF download.
Transcribed for student exam preparation from Gujarat Technological University official examination archives. Questions, syllabus guidelines, and curriculum marking schemes remain the intellectual property of Gujarat Technological University.
2130003 Mechanics of Solids
Official GTU PDF · Summer 2025
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