Find the sum of two vectors A=5m<60°and B=6m<130°
Find the components:
"A_x=5\\cos{60\u00b0}=2.5\\text{ m};\\\\\nA_y=5\\sin{60\u00b0}=4.33\\text{ m};\\\\\nB_x=6\\cos{130\u00b0}=-3.9\\text{ m};\\\\\nB_y=6\\sin{130\u00b0}=4.6\\text{ m};\\\\\nR_x=A_x+B_x,\\\\\nR_y=A_y+B_y,\\\\\nR=\u2713(R_x^2+R_y^2)=9\\text{ m},\\\\\n\\theta=\\arctan(R_y\/R_x)=-8.9\u00b0."
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