Very basic physics (mechanics) question

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Homework Help Overview

The discussion revolves around calculating the mass of a structural I beam made of steel, given its dimensions and density. The original poster attempts to find the mass using volume calculations based on the beam's cross-section and length.

Discussion Character

  • Mathematical reasoning, Problem interpretation, Assumption checking

Approaches and Questions Raised

  • Participants question the original poster's method for calculating volume and suggest alternative approaches, such as finding the area of the cross-section and multiplying it by the length. There are discussions about the correct dimensions and calculations involved in determining the volume.

Discussion Status

The discussion is ongoing, with participants providing different perspectives on how to calculate the volume of the I beam. Some guidance has been offered regarding the calculation of the area and volume, but there is no explicit consensus on the correct method yet.

Contextual Notes

There appears to be confusion regarding the dimensions used in the calculations, as well as the conversion between units. The original poster's calculations have been questioned, indicating potential misunderstandings in the problem setup.

itzela
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A structural I beam is made of steel. A view of its cross-section and its dimensions are shown in Figure P1.11. The density of steel is 7.56 * 10^3 kg/m^3. What is the mass of the section 8.5 m long?

Figure P1.11 (shown below)




I tried doing this by:
1) changing the 8.5 m into cm... giving me 850 cm.
2) getting the volume by parts: 2[15cm(1cm)(1cm)] + [848cm (1cm)(1cm)]
giving me 878 cm^3.
3) I converted into m^3 and got 8.78*10^-4
4) I used the density and then got a mass of 6.38 kg

But it's a wrong answer... any help would be much appreciated!
 

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I don't understand how you worked out your volume.

Try simply working out the area of the cross-section and multilpying that by the length.
 
What you want to do is find the surface area of the I beam. Then you know the height of the beam is 850m and its area, so you can find the volume by multiplying the two.

The area is (36*15) - (34*14) if I am not mistaken.
 
how you calculated the volume eludes me. How about 2[15*1*850] + 34*1*850 = 54400 cm^3
 

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