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Analytical Method I Analytical Method II Forces Cosine/sin rules Components R= 9.84 X(net) = -3.99 F1=8.60N, 01=35.5* 114 Y(net) = 9.00 Vector addition A 01 = F2=11.7N, 02=160.0° b 35.5 R= 9.84 78.5 e = 114 X(net) = |Y(net) = F1=8.60N, 01=35.5° R= 12.16394673 Vector F2=11.7N, 02=160.0° F3=13.6N, 03=234.0° addition B 189.5995122 R = b= 75.59951217

Analytical Method I Analytical Method II Forces Cosine/sin rules Components R= 9.84 X(net) = -3.99 F1=8.60N, 01=35.5* 114 Y(net) = 9.00 Vector addition A 01 = F2=11.7N, 02=160.0° b 35.5 R= 9.84 78.5 e = 114 X(net) = |Y(net) = F1=8.60N, 01=35.5° R= 12.16394673 Vector F2=11.7N, 02=160.0° F3=13.6N, 03=234.0° addition B 189.5995122 R = b= 75.59951217

College Physics
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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Can you answer table 2 based on the given data.

Table 2 Results of vector addition by analytical methods Analytical Method I Analytical Method II Forces Cosine/sin rules Components R = 9.84 X(net) = |-3.99 Fi-8.60N, θι=35.5" 114 Y(net) = 9.00 Vector addition A 01 = 35.5 R = 9.84 F2=11.7N, 02=160.0° b e = |114 78.5 X(net) = |Y(net) = F1=8.60N, 01=35.5° R = 12.16394673 Vector addition B F2=11.7N, 02=160.0° 189.5995122 R = F3=13.6N, 03=234.0° |b= 75.59951217
Transcribed Image Text:Table 2 Results of vector addition by analytical methods Analytical Method I Analytical Method II Forces Cosine/sin rules Components R = 9.84 X(net) = |-3.99 Fi-8.60N, θι=35.5" 114 Y(net) = 9.00 Vector addition A 01 = 35.5 R = 9.84 F2=11.7N, 02=160.0° b e = |114 78.5 X(net) = |Y(net) = F1=8.60N, 01=35.5° R = 12.16394673 Vector addition B F2=11.7N, 02=160.0° 189.5995122 R = F3=13.6N, 03=234.0° |b= 75.59951217
Table 1 Results of vector addition by graphical methods Graphical Method I Graphical Method II Forces Tail-to-head Parallelogram (triangle) F1=8.60N, 01=35.5° R = 9.8 N R= 9.8 N Vector addition A F2=11.7N, 02=160.0° e = 114° 0 = 114 F1=8.60N, 01=35.5* R = 12.2 R= 12.2 Vector F2=11.7N, 02=160.0° addition B F3=13.6N, 03=234.0°=(- 126) 189.5 189.5
Transcribed Image Text:Table 1 Results of vector addition by graphical methods Graphical Method I Graphical Method II Forces Tail-to-head Parallelogram (triangle) F1=8.60N, 01=35.5° R = 9.8 N R= 9.8 N Vector addition A F2=11.7N, 02=160.0° e = 114° 0 = 114 F1=8.60N, 01=35.5* R = 12.2 R= 12.2 Vector F2=11.7N, 02=160.0° addition B F3=13.6N, 03=234.0°=(- 126) 189.5 189.5
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