What are the vector components of the following: Round off your answer to two decimal numbers. Using analytical method.
a. G = 10m, 150°
b. L = 10m, 90°
c. A = 10m, 360°
d. D = 10m, 36° N of W
If the angles are in North of West direction:
a.GW=10cos150°=−8.66 m GN=10sin150°=5 m.b.LW=10cos90°=0, LN=10sin90°=10 m.c.AW=10cos360°=10 m, AN=10sin360=0.d.DW=10cos36°=8.1 m, DN=10sin36=5.88 m.a. G_W = 10\cos150°=-8.66\text{ m}\\ \space\space \space G_N = 10\sin150°=5\text{ m}.\\ b. L_W = 10\cos90°=0,\\ \space\space \space L_N= 10\sin90°=10\text{ m}.\\ c. A_W = 10\cos 360°=10\text{ m},\\ \space\space \space A_N=10\sin360=0.\\ d. D_W = 10\cos 36° =8.1\text{ m},\\ \space\space \space D_N=10\sin36=5.88\text{ m}.a.GW=10cos150°=−8.66 m GN=10sin150°=5 m.b.LW=10cos90°=0, LN=10sin90°=10 m.c.AW=10cos360°=10 m, AN=10sin360=0.d.DW=10cos36°=8.1 m, DN=10sin36=5.88 m.
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