500 kN |20 kN 200 mm 1.50 m diameter 50 200 100 300 mm diameter 2.00 m (Dimensions are in mm) Fig. Q3 Fig. Q4 4. Fig. Q4 shows a solid base in the shape of a truncated cone. It supports a load of 20 kN. The Young's modulus of the material is 30.0 GPa. Calculate the shortening of this base under the action of the load.
500 kN |20 kN 200 mm 1.50 m diameter 50 200 100 300 mm diameter 2.00 m (Dimensions are in mm) Fig. Q3 Fig. Q4 4. Fig. Q4 shows a solid base in the shape of a truncated cone. It supports a load of 20 kN. The Young's modulus of the material is 30.0 GPa. Calculate the shortening of this base under the action of the load.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
4th question
![500 kN
|20 kN
200 mm
1.50 m
diameter
50
200
100
300 mm
diameter
2.00 m
(Dimensions are in mm)
Fig. Q3
Fig. Q4
4. Fig. Q4 shows a solid base in the shape of a truncated cone. It supports a load of 20 kN.
The Young's modulus of the material is 30.0 GPa. Calculate the shortening of this base
under the action of the load.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd29b54ce-9caf-481c-ba19-846b2ec100f2%2Fd0785e7d-0132-4fe5-b230-2c4e1d8ccbc1%2F3mmqew.png&w=3840&q=75)
Transcribed Image Text:500 kN
|20 kN
200 mm
1.50 m
diameter
50
200
100
300 mm
diameter
2.00 m
(Dimensions are in mm)
Fig. Q3
Fig. Q4
4. Fig. Q4 shows a solid base in the shape of a truncated cone. It supports a load of 20 kN.
The Young's modulus of the material is 30.0 GPa. Calculate the shortening of this base
under the action of the load.
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