Using an allowable stress of 159 MPa, determine the largest bending moment M that can be applied to the wide-flange beam shown. Neglect the effect of fillets. The largest bending moment that can be applied is _____ kN·m. ** Is it possible to solve via the x and y axis since it does not specifically state what way to solve when solving for moment of inertia? If possible, please show both ways or explain why one way is better to use. Thank you.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Using an allowable stress of 159 MPa, determine the largest bending moment M that can be applied to the wide-flange beam shown. Neglect the effect of fillets. The largest bending moment that can be applied is _____ kN·m.

** Is it possible to solve via the x and y axis since it does not specifically state what way to solve when solving for moment of inertia? If possible, please show both ways or explain why one way is better to use. Thank you. 

Using an allowable stress of 159 MPa, determine the largest bending moment \( M \) that can be applied to the wide-flange beam shown. Neglect the effect of fillets.

**Diagram Explanation:**

The diagram shows a cross-section of a wide-flange beam. Key dimensions are marked:

- The total height of the beam section is 220 mm.
- The width of the flange is 200 mm.
- The thickness of the flange is 12 mm.
- The thickness of the web is 8 mm.

The bending moment \( M \) is applied about the centroidal axis \( C \) marked in the section.

**Calculations:**

The largest bending moment that can be applied is ____ kN·m.
Transcribed Image Text:Using an allowable stress of 159 MPa, determine the largest bending moment \( M \) that can be applied to the wide-flange beam shown. Neglect the effect of fillets. **Diagram Explanation:** The diagram shows a cross-section of a wide-flange beam. Key dimensions are marked: - The total height of the beam section is 220 mm. - The width of the flange is 200 mm. - The thickness of the flange is 12 mm. - The thickness of the web is 8 mm. The bending moment \( M \) is applied about the centroidal axis \( C \) marked in the section. **Calculations:** The largest bending moment that can be applied is ____ kN·m.
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