A simplified model of a basketball hoop is shown. During a basket dunk a player hangs from the rim applying a force of 320 lbs including a dynamic load factor. The stand is a square tube with 5 inches outside length and 0.25 inches thickness. The distance from the edge of the rim to the middle of the square tube is 4 ft. Assuming the model is rigid, the normal stress at point A is most closely equal to: a. 1284 psi b. 1248 psi c. 1212 psi d. 36 psi

A simplified model of a basketball hoop is shown. During a basket dunk a player hangs from the rim applying a force of 320 lbs including a dynamic load factor. The stand is a square tube with 5 inches outside length and 0.25 inches thickness. The distance from the edge of the rim to the middle of the square tube is 4 ft. Assuming the model is rigid, the normal stress at point A is most closely equal to: a. 1284 psi b. 1248 psi c. 1212 psi d. 36 psi

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Concept explainers

Pressure Vessels

The term pressure vessel refers to a closed container that contains gas or liquid at a different pressure than environment pressure. The pressure vessels have a wide scale of applications in our day-to-day lives and other industrial places. Some common examples of pressure vessels are gas cylinders, autoclaves, compressor vessels, etc.

Question

A simplified model of a basketball hoop is shown. During a basket dunk a
player hangs from the rim applying a force of 320 lbs including a dynamic
load factor. The stand is a square tube with 5 inches outside length and 0.25
inches thickness. The distance from the edge of the rim to the middle of the
square tube is 4 ft. Assuming the model is rigid, the normal stress at point A
is most closely equal to:
a. 1284 psi
b. 1248 psi
c. 1212 psi
d. 36 psi
A

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Step 1: Determining the given variables

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Step 2: Calculation of forces and moments acting on the cross-section of stand

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Step 3: Calculation of bending stress due to bending moment

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Step 4: Calculation of direct stress at point A due to compressive force

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Step 5: Calculating the normal stress at point A

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