The coordinates of the vectors are:
"\\mathbf{A} = 26.5\\times (-\\sin56\\degree,\\cos56\\degree) \\approx (-21.97, 14.82)\\\\\n\\mathbf{B} = 44\\times (\\sin28\\degree,\\cos28\\degree)\\approx (20.66,38.85)\\\\\n\\mathbf{C} = 31\\times (0,-1) = (0,-31)" Their sum is:
"\\mathbf{A} +\\mathbf{B}+\\mathbf{C} = \\\\\n=(-21.97+20.66+0,\\space14.82+38.85-31)= (-1.31, 22.67)" Answer. "(-1.31, 22.67)".
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