Question
John walks 1.0 km north, turns and walks 1.2 km at 50 degrees north of due east, and then turns and walks .8 km at 25 degrees north of east. what is the resultant distance and direction he has flown
Answers
D = 1km[90o] + 1.2km[50o] + 0.8km[25o]
X=1*cos90 + 1.2cos50 + 0.8*cos25=1.50 km
Y=1*sin90+1.2*sin50+0.8*sin25=2.257 km
tanA = Y/X = 2.257/1.50 = 1.50892
A = 56.5o = Direction.
D = Y/sinA = 2.257/sin56.5=2.71m[56.5o].
X=1*cos90 + 1.2cos50 + 0.8*cos25=1.50 km
Y=1*sin90+1.2*sin50+0.8*sin25=2.257 km
tanA = Y/X = 2.257/1.50 = 1.50892
A = 56.5o = Direction.
D = Y/sinA = 2.257/sin56.5=2.71m[56.5o].
Related Questions
A man walks 40 meters north and turns and walks 60 meters in a direction 30 degrees to the east of n...
To get to school Eliza walks east to the corner of her street and then turns north 90 degrees to the...
While following the directions on a treasure
map, a pirate walks 36.1 m north, then turns
and walk...
7. A hiker walks 2 km south, then turns west and walks for 4 km, then he turns north and walks
for...