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Reaured nformaton The canoe arin he furs s mace fom a duce maser an sical osc win Fy — 250.01 an FUL Tne lng of ne rec OC canes by med acorns 52d mnt & 31a fo 62 100m To eng of 1h 3 45 denciad by emecarormUaTS25 mk 5 Gen a ba 100 1 ASN L 3% A Determine magne or i sresses acing one cre ress lament (Tansvese shear my be neglected you ca sity econ) he bending snes As cesamined tobe [763] @ pst Th shear srs oA ceerminea be [£578] © host

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Uploaded ImageReaured nformaton The canoe arin he furs s mace fom a duce maser an sical osc win Fy — 250.01 an FUL Tne lng of ne rec OC canes by med acorns 52d mnt & 31a fo 62 100m To eng of 1h 3 45 denciad by emecarormUaTS25 mk 5 Gen a ba 100 1 ASN L 3% A Determine magne or i sresses acing one cre ress lament (Tansvese shear my be neglected you ca sity econ) he bending snes As cesamined tobe [763] @ pst Th shear srs oA ceerminea be [£578] © host

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Asked by: RAJESH POTHALA
Created at: 2025-09-19 07:06:26

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# Analysis of Stresses on Cantilever Bar ## Problem Overview A cantilever bar is loaded with the following specifications: - **Load \( F_y \):** 250.0 lbf - **Loads \( F_z \), \( F_x \):** 0 lbf - **Length DC:** 14.00 in - **Length AB:** 11.00 in - **Diameters:** as marked in the figure ## Calculated Stresses at Point A ### 1. **Bending Stress (\( \sigma \))** - **Value:** **7.639 ksi** ### 2. **Shear Stress (\( \tau \))** - **Value:** **2.546 ksi** ## Notes - **Transverse shear** can be neglected if justified (typically valid when bending dominates and cross-sections are not very deep). - The stresses were calculated based on the geometry and loading, likely using: - **Bending stress:** \(\sigma = \frac{My}{I}\) - **Shear stress:** \(\tau = \frac{VQ}{Ib}\) or \(\tau = \frac{V}{A}\) for average shear --- ### **Summary Table** | Stress Type | Magnitude (ksi) | |-----------------|-----------------| | Bending Stress | 7.639 | | Shear Stress | 2.546 | --- **Image Description:** The image shows a cantilever bar with two rods (AB and DC) extending from a wall, loaded at the end with a force \( F_y \). The rods have specified lengths and diameters, and the critical section (A) is indicated for analysis. If you need step-by-step calculations or further breakdown, let me know!

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