(i) resultant displacement: 40.0 km + 80/0 km = 120.0 km
average speed:
"v = {d \\over t} = {120.0 km \\over 70 min} = 1.7km\/min"average velocity: in this case they will be equal in absolute value with an average speed "\\bar{v} = |v| = |1.7|"
(ii) when the aircraft moves, its speed relative to the earth is equal to the sum of the speeds of the aircraft relative to the speed of stationary air and wind speed:
If the plane flies from the east, and the wind blows south, then:
"v = \\sqrt{\\smash[b]{v_o^2 - u^2}} = \\sqrt{\\smash[b]{50^2 - 10^2}} = \\sqrt{\\smash[b]{2400}} \\approx 49.99 m\/s \\approx 50 m\/s"
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