Answer to Question #240682 in Physics for paul warren ilagan

Question #240682

1. What are the vector components of the following: Round off your answer to two decimal numbers.

a. G = 10m, 1500°

b. L = 10m, 900°

c. A = 10m, 3600°

d. D = 10m, 360° N of W


1
Expert's answer
2021-09-28T11:14:32-0400

"a.\\space G_x= 10\\sin(1500\u00b0)=\\\\\\space\\space\\space\\space\\space\\space\\space\\space\\space\\space=10\\sin(360\u00b0\u00b74+60)=10\\sin60\u00b0=8.7\\text{ m},\\\\\n\\space \\space\\space\\space G_y=10\\cos(1500\u00b0)=\\\\\\space\\space\\space\\space\\space\\space\\space\\space\\space\\space=10\\cos(360\u00b0\u00b74+60)=10\\cos60\u00b0=5.0\\text{ m}.\\\\\\space\\\\\nb.\\space L_x= 10\\sin(900\u00b0)=\\\\\\space\\space\\space\\space\\space\\space\\space\\space\\space\\space=10\\sin(360\u00b0\u00b72+180\u00b0)=0\\text{ m},\\\\\n\\space \\space\\space\\space L_y=10\\cos(900\u00b0)=\\\\\\space\\space\\space\\space\\space\\space\\space\\space\\space\\space=10\\cos(360\u00b0\u00b72+180\u00b0)=-10\\text{ m}.\\\\\\space\\\\\nc.\\space A_x= 10\\sin(3600\u00b0)=\\\\\\space\\space\\space\\space\\space\\space\\space\\space\\space\\space=10\\sin(360\u00b0\u00b710+0)=0\\text{ m},\\\\\n\\space \\space\\space\\space A_y=10\\cos(3600\u00b0)=\\\\\\space\\space\\space\\space\\space\\space\\space\\space\\space\\space=10\\cos(360\u00b0\u00b710+0)=10\\text{ m}.\\\\\\space\\\\\n\nd.\\space D_x= 10\\sin(-360\u00b0+180\u00b0)=0\\text{ m},\\\\\n\\space \\space\\space\\space D_y=10\\cos(-360\u00b0+180\u00b0)=-10\\text{ m}.\\\\\\space\\\\"


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