An airplane is flying at airspeed of 600 km/h. A wind is blowing southeast with speed 50 km/h.?

Question

To fly due north the pilot should aim the plane in the direction

Answer 1

Make triangle-- I'm guessing that there is no other info available to you? Make a triangle with one side being "600" units and another side being "50" units. Assume the plane is already flying N according to the compass. The your task is to figure out which direction to aim to keep it going due north, taking into account the force of the wind. Draw arrows to indicate directions of force next to your triagle lines. Figure out the third side of the triangle -- and then the angle of that side you figure out and the airplane "600" side.
May need to make a paralellagram.

Answer 2

The smoke will bypass contained in the route of the undeniable wind. The action of the practice ninety kn/h southeast motives an obtrusive wind of ninety km/h northwest. A wind of 30 km/h west should be extra to the undeniable wind brought about via the practice action, get the route of the smoke from the trains perspective. This is composed of including vectors. The route will easily contained in the northwest, in the route of the west route. the precise perspective will be got here across via including the vectors. utilising the mathematics coordinate gadget.(N is ninety ranges) Vtotal = Vdue to coach + Vwind= (ninety km/h, one hundred thirty 5 ranges) + ( 30 km/h,one hundred eighty ranges) =(-sixty 4,sixty 4) + (-30,0) = (-ninety 4,sixty 4) Vtotal=(114 km/h, 146 degress) . it really is 34 ranges north of west.

Answer 3

West of north by 3.38° for the wind blowing TO the southeast.

Answer 4

It depends on the surface area+mass of the plane because you need to find out how much air is catching on the plane and blowing it off course