Exercises2

Förberedande Mekanik

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{{#NAVCONTENT:Solution a|Solution 2.1a|Solution b|Solution 2.1b}}
{{#NAVCONTENT:Solution a|Solution 2.1a|Solution b|Solution 2.1b}}
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===Exercise 2.7===
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The mass of the moon is
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<math>\text{7}.\text{38}\times \text{1}{{0}^{\text{22}}}\text{kg}</math>
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and the radius of the moon is
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<math>\text{1}.\text{73}\times \text{1}{{0}^{\text{6}}}\text{m}</math>
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. Determine the acceleration due to gravity on the moon, by considering the force that the moon exerts on a particle of mass
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<math>\text{1 kg}</math>
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. on its surface.
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{{#NAVCONTENT:Solution |Solution 2.7}}
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Versionen från 30 mars 2009 kl. 13.23

Exercise 2.1

A man, of mass 75 kg, stands on a horizontal surface. Assume that the man has two points of contact with the ground.

a) Draw a diagram to show the forces acting on the man.

b) Calculate the magnitude of each of these forces.


Solution a
Solution 2.1a
Solution b
Solution 2.1b


Exercise 2.7

The mass of the moon is \displaystyle \text{7}.\text{38}\times \text{1}{{0}^{\text{22}}}\text{kg} and the radius of the moon is \displaystyle \text{1}.\text{73}\times \text{1}{{0}^{\text{6}}}\text{m} . Determine the acceleration due to gravity on the moon, by considering the force that the moon exerts on a particle of mass \displaystyle \text{1 kg} . on its surface.


Solution
Solution 2.7
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