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Descomponemos a cada uno en sus componentes rectangulares
a = 3 m/s a 45°
ax = a cos(45°) = 3(√2/2) = (3/2)√2
ay = a sen(45°) = 3(√2/2) = (3/2)√2
b = 5 m/s a 135°
bx = b cos(135°) = 5(-√2/2) = (-5/2)√2
by = b sen(135°) = 5(√2/2) = (5/2)√2
Ahora sumamos componente a componente
ax + bx = (3/2)√2 + (-5/2)√2 = -√2
ay + by = (3/2)√2 + (5/2)√2 = 4√2
El vector resultante es a+b = (-√2 , 4√2)