1.a) calculate the resultant force x. © 2010 james ferguson p5b vectors and equations of motion...
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![Page 1: 1.a) Calculate the resultant force X. © 2010 James Ferguson P5b Vectors and Equations of Motion SPACE FOR REFLECTION Homework 30mins approx Resultant](https://reader036.vdocuments.net/reader036/viewer/2022082409/5697bff21a28abf838cbbf03/html5/thumbnails/1.jpg)
1.1. a) Calculate the resultant force X.a) Calculate the resultant force X.
© 2010 James Ferguson
P5b Vectors and Equations of MotionSPACE FOR REFLECTIONHomework 30mins approx
Resultant ForcesResultant Forces
Resultant Force = √ ForceA2 + ForceB2
Resultant Force = √ 32 + 82
Resultant Force = 8.54N
b) Calculate the resultant angle b) Calculate the resultant angle θθ..
Θ = tan-1 opposite / adjacent
Θ = tan-1 3 / 8
Θ = 20.56°
1 mark1 mark
1 mark1 mark
Total 6 marksTotal 6 marks
1 mark1 mark
1 mark1 mark
1 mark1 mark
1 mark1 mark
3N
8N
Θ
X
![Page 2: 1.a) Calculate the resultant force X. © 2010 James Ferguson P5b Vectors and Equations of Motion SPACE FOR REFLECTION Homework 30mins approx Resultant](https://reader036.vdocuments.net/reader036/viewer/2022082409/5697bff21a28abf838cbbf03/html5/thumbnails/2.jpg)
2.2. a) Calculate the resultant force X.a) Calculate the resultant force X.
© 2010 James Ferguson
P5b Vectors and Equations of MotionSPACE FOR REFLECTIONHomework 30mins approx
Resultant ForcesResultant Forces
Resultant Force = √ ForceA2 + ForceB2
Resultant Force = √ 5.52 + 7.32
Resultant Force = 9.14N
b) Calculate the resultant angle b) Calculate the resultant angle θθ..
Θ = tan-1 opposite / adjacent
Θ = tan-1 7.3 / 5.5
Θ = 53.00°
1 mark1 mark
1 mark1 mark
Total 6 marksTotal 6 marks
1 mark1 mark
1 mark1 mark
1 mark1 mark
1 mark1 mark
5.5N
7.3N
ΘX
![Page 3: 1.a) Calculate the resultant force X. © 2010 James Ferguson P5b Vectors and Equations of Motion SPACE FOR REFLECTION Homework 30mins approx Resultant](https://reader036.vdocuments.net/reader036/viewer/2022082409/5697bff21a28abf838cbbf03/html5/thumbnails/3.jpg)
3.3. a) Calculate the resultant force X.a) Calculate the resultant force X.
© 2010 James Ferguson
P5b Vectors and Equations of MotionSPACE FOR REFLECTIONHomework 30mins approx
Resultant ForcesResultant Forces
Resultant Force = √ ForceA2 + ForceB2
Resultant Force = √ 10.02 + 4.82
Resultant Force = 11.09N
b) Calculate the resultant angle b) Calculate the resultant angle θθ..
Θ = tan-1 opposite / adjacent
Θ = tan-1 4.8 / 10.0
Θ = 25.64°
1 mark1 mark
1 mark1 mark
Total 6 marksTotal 6 marks
1 mark1 mark
1 mark1 mark 1 mark1 mark
1 mark1 mark
4.8N
10.0N
Θ
X
![Page 4: 1.a) Calculate the resultant force X. © 2010 James Ferguson P5b Vectors and Equations of Motion SPACE FOR REFLECTION Homework 30mins approx Resultant](https://reader036.vdocuments.net/reader036/viewer/2022082409/5697bff21a28abf838cbbf03/html5/thumbnails/4.jpg)
4.4. a) Calculate the resultant force X.a) Calculate the resultant force X.
© 2010 James Ferguson
P5b Vectors and Equations of MotionSPACE FOR REFLECTIONHomework 30mins approx
Resultant ForcesResultant Forces
Resultant Force = √ ForceA2 + ForceB2
Resultant Force = √ 4.52 + 4.52
Resultant Force = 6.36N
b) Calculate the resultant angle b) Calculate the resultant angle θθ..
Θ = tan-1 opposite / adjacent
Θ = tan-1 4.5 / 4.5
Θ = 45°
1 mark1 mark
1 mark1 mark
Total 6 marksTotal 6 marks
1 mark1 mark
1 mark1 mark
1 mark1 mark
1 mark1 mark
4.5N
4.5N
ΘX
![Page 5: 1.a) Calculate the resultant force X. © 2010 James Ferguson P5b Vectors and Equations of Motion SPACE FOR REFLECTION Homework 30mins approx Resultant](https://reader036.vdocuments.net/reader036/viewer/2022082409/5697bff21a28abf838cbbf03/html5/thumbnails/5.jpg)
5.5. a) Calculate the resultant force X.a) Calculate the resultant force X.
© 2010 James Ferguson
P5b Vectors and Equations of MotionSPACE FOR REFLECTIONHomework 30mins approx
Resultant ForcesResultant Forces
Resultant Force = √ ForceA2 + ForceB2
Resultant Force = √ 13.22 +3.32
Resultant Force = 13.61N
b) Calculate the resultant angle b) Calculate the resultant angle θθ..
Θ = tan-1 opposite / adjacent
Θ = tan-1 3.3 / 13.2
Θ = 14.04°
1 mark1 mark
1 mark1 mark
Total 6 marksTotal 6 marks
1 mark1 mark
1 mark1 mark
1 mark1 mark
1 mark1 mark
3.3N
13.2N
Θ
X