Calculate the Force (F) from Spring Mass Spring 1displacement(x)Spring 2displacement(x)Displacement of Displacement oaf2 springs inseriesMassForce (F)from2 springs inparallelspringmass5 mm (70-65)15 mm (70- | 35 mm (100-65)55)25 mm (70-45)40 mm (70-30)5g3 mm (70-67)15 mm (100-85)15 mm (50-35)10g10 mm (70-60)10 mm (50-40)15g20 mm (70-50)58 mm (100-42)15 mm (50-35)20g25 mm (70-45)72 mm (100-28)20 mm (50-30)25g30 mm (70-40)30 mm (50-20)60 mm (70-10)81 mm (100-19)

Answered: Calculate the Force (F) from Spring…

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Calculate the Force (F) from Spring Mass

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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Question

100%

Calculate the Force (F) from Spring Mass

Spring 1
displacement
(x)
Spring 2
displacement
(x)
Displacement of Displacement oaf
2 springs in
series
Mass
Force (F)
from
2 springs in
parallel
spring
mass
5 mm (70-
65)
15 mm (70- | 35 mm (100-65)
55)
25 mm (70-
45)
40 mm (70-
30)
5g
3 mm (70-67)
15 mm (100-85)
15 mm (50-35)
10g
10 mm (70-60)
10 mm (50-40)
15g
20 mm (70-50)
58 mm (100-42)
15 mm (50-35)
20g
25 mm (70-45)
72 mm (100-28)
20 mm (50-30)
25g
30 mm (70-40)
30 mm (50-20)
60 mm (70-
10)
81 mm (100-19)

Expert Solution

Step 1

The force from the spring mass can be defined by multiplication of mass and gravity.

Therefore,

$F = m g$

Here, $m$ is the mass of the spring in $k g$ and $g$ is the gravity.

The gravity, $g = 9.8 \frac{m}{s^{2}}$

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