First, we solve for w.

3(w+you) = 2(w-v)

3w + 3u = 2w - 2v (expand parentheses)

w + 3u = -2v (subtract 2w)

w = -3u - 2v (subtract 3u)

Then, we find you and v in rectangular coordinates.

v = (336, 15°) ≈ (324.551, 86.9632)

Now, we can find w.

w = (-1717.675, 1352.1526) ≈ (

3(w+you) = 2(w-v)

3w + 3u = 2w - 2v (expand parentheses)

w + 3u = -2v (subtract 2w)

w = -3u - 2v (subtract 3u)

Then, we find you and v in rectangular coordinates.

**you = (621, 305°) ≈ (356.191, -508.693)**v = (336, 15°) ≈ (324.551, 86.9632)

Now, we can find w.

**w = -3(356.191, -508.693) - 2(324.551, 86.9632)**w = (-1717.675, 1352.1526) ≈ (

**2186, 141.8°**)