By definition, the momentum is the velocity times mass. Thus, it is enough to find the components of velocity vector:
"v_x = 15m\/s\\cdot \\cos30\\degree =15\\cdot \\dfrac{\\sqrt3}{2}m\/s = 7.5\\sqrt3m\/s\\\\\nv_y = 15m\/s\\cdot \\sin30\\degree =15\\cdot \\dfrac{1}{2}m\/s = 7.5m\/s" The momentum is then:
"p_x = mv_x = 0.25kg\\cdot7.5\\sqrt3m\/s = 1.1875\\sqrt3\\dfrac{kg\\cdot m}{s}\\\\\np_y = mv_y = 0.25kg\\cdot7.5m\/s = 1.1875\\dfrac{kg\\cdot m}{s}\\\\" Answer:
"p_x =1.1875\\sqrt3\\dfrac{kg\\cdot m}{s}\\\\\np_y = 1.1875\\dfrac{kg\\cdot m}{s}\\\\"
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