an airplane flies at an altitude of 36,000 km and is traveling at a velocity of 300.0 km/h to the north, but…

an airplane flies at an altitude of 36,000 km and is traveling at a velocity of 300.0 km/h to the north, but the tailwind is 20.0 km/h. what is the airplanes final velocity? (remember that velocity is a vector.)\nv_f=\n320 km/h n\n270 km/h n\n330 km/h\n270 km/h

an airplane flies at an altitude of 36,000 km and is traveling at a velocity of 300.0 km/h to the north, but the tailwind is 20.0 km/h. what is the airplanes final velocity? (remember that velocity is a vector.)\nv_f=\n320 km/h n\n270 km/h n\n330 km/h\n270 km/h

Answer

Explanation:

Step1: Identificar las velocidades

La velocidad del avión es $v_{avión}=300.0\ km/h$ hacia el norte y la velocidad del viento de cola es $v_{viento}=20.0\ km/h$ hacia el norte.

Step2: Sumar las velocidades

Como son vectores en la misma dirección (hacia el norte), se suman directamente. $v_f = v_{avión}+v_{viento}$. $v_f=300.0 + 20.0=320\ km/h$ hacia el norte.

Answer:

320 km/h N