Question 1 Two forces are acting on each of the objects as shown below. Find the third force (magnitude and direction) that will cause each object to remain in equilibrium. Show the force on your diagram 8 N 6 N 6 N 8 N 8 N 6 N

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Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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Question 1
Two forces are acting on each of the objects as shown below. Find the third force (magnitude and direction)
that will cause each object to remain in equilibrium. Show the force on your diagram
8 N
1.1
1.2
Question 2
In the diagram below, forces are acting on each of the objects as shown.
6 N
6 N
1st object
8 N
Find the net force acting on each object. Use the three methods below:
Method 1: Head-to-tail/parallelogram method. Draw the vectors approximately to scale.
Method 2: Using the component form
Method 3: Using the unit vector notation
6 N
Find the acceleration of the object in each of the three cases if each object has a mass of 2 kg.
Draw and label the object's acceleration vector
37⁰
10 N
6 N
8 N
2nd object
8 N
8 N
3rd object
6 N
37⁰
4 N
[For simplicity, use Sin 37° =cos 53° = 0,6 and sin 53° = cos 37° = 0,8]
6 N
8 N
Transcribed Image Text:Question 1 Two forces are acting on each of the objects as shown below. Find the third force (magnitude and direction) that will cause each object to remain in equilibrium. Show the force on your diagram 8 N 1.1 1.2 Question 2 In the diagram below, forces are acting on each of the objects as shown. 6 N 6 N 1st object 8 N Find the net force acting on each object. Use the three methods below: Method 1: Head-to-tail/parallelogram method. Draw the vectors approximately to scale. Method 2: Using the component form Method 3: Using the unit vector notation 6 N Find the acceleration of the object in each of the three cases if each object has a mass of 2 kg. Draw and label the object's acceleration vector 37⁰ 10 N 6 N 8 N 2nd object 8 N 8 N 3rd object 6 N 37⁰ 4 N [For simplicity, use Sin 37° =cos 53° = 0,6 and sin 53° = cos 37° = 0,8] 6 N 8 N
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