Moment of Inertia: Solve Your Problem Now

AI Thread Summary
The discussion revolves around understanding the moment of inertia and how to calculate it for a specific shape. The initial poster expresses confusion about the formulas and definitions related to moment of inertia, noting an area calculation of 18 square feet. Participants emphasize the importance of grasping the definition and the impact of shape and reference point on the moment of inertia. They suggest using symbols instead of numbers for clarity in calculations and inquire about the poster's familiarity with Steiner's Theorem and the Parallel Axis Theorem. The conversation highlights the need for a solid foundational understanding before attempting calculations.
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Hello!

I have a problem and I was kind of hoping that someone could help me out.
 

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Give us some of your thoughts.
 
whozum said:
Give us some of your thoughts.

Well I I don't know where to start and what formula to use. As far as I can tell the area is 6x3 = 18 sq ft.
 
Okay, here are some hints: What is the DEFINITION of "moment of inertia"? What formulas do you know relating to moment of inertia?
 
u should actually try and understnd the definition of moment inertia before attempting the question. as u know the I, moment of inertia is affected by the shape of the solid and also at what point it is being referred to, so i had reckon u to understand the definition b4 attempting it.
 
The understanding tends to come afterwards (for me). The surface = one rectangel + two triangles... For the rectangle I = 4*3^3/12 = 9. The two triangles I = 2(2*3^3/12) = 9. So my answer is 18 ft^4. But is this a correct solution?
 
Please, can somebody help me & explain it to me... :confused:
 
Could you make a more thourough post on how you got those "answers".
And please, do not use numbers, but symbols.
That makes it easier for us to spot where you've made any mistakes.
 
Are you familiar with Steiner's Theorem or Parallel axis Theorem?
 
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