Solution Engineering Mechanics (Dynamics)Chapter 12Exercise 231vw=vs+vw/s10cos30∘−10sin30∘=20cos45∘+20sin45∘+vw/s\bold{v}_{w/s} = \{-5.48\bold{i} - 19.14\bold{j}\}\mathrm{~m/s}vw/s={−5.48i−19.14j} m/sSo that,v_{w/s} = \sqrt{(-5.48)^2 + (-19.14)^2} = \boxed{\color{#4257b2}19.91\mathrm{~m/s}}vw/s=(−5.48)2+(−19.14)2=19.91 m/s\tan\theta = \frac{(v_{w/s})_y}{(v_{w/s})_x} = \frac{19.14}{5.48}tanθ=(vw/s)x(vw/s)y=5.4819.14\boxed{\color{#4257b2}\theta = 74.02^\circ~~~c}Answer