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A person walks in the following pattern: 2.8 km north, then 2.7 km west, and finally 6.9 km south. Construct the vector diagram...Asked by PLZ HELPPPP
A person walks in the following pattern: 4.8 km north, then 1.3 km west, and finally 1.5 km south. Construct the vector diagram that represents this motion and from it judge how far and in what direction a bird would fly in a straight line from the same starting point to the same final point. (Choose east as the +x direction.)
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Answered by
Steve
the distance d is found by
d^2 = (4.8-1.5)^2 + 1.3^2
d^2 = (4.8-1.5)^2 + 1.3^2
Answered by
PLZ HELPPPP
How do you find the direction (in degrees). I said 21.5 degrees originally, but that was wrong
Answered by
Steve
Your angle of 21.5° is right, but if you draw the diagram, you will see that the bird is roughly NW, so it must fly roughly SE.
So, it is really -21.5° (relative to the x-axis), or a heading of 111.5° from due North.
So, it is really -21.5° (relative to the x-axis), or a heading of 111.5° from due North.
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