50 m @ 30° Northeast 35 m North 25 m West 20 m South 2. A car is driven 210 km West and then 80 km @ 45° Northwest. What is the displacement of the car from the point of origin? (Scale: 1 cm = 20 km Use Tip-to-Tail Method)

Physics for Scientists and Engineers: Foundations and Connections
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Chapter3: Vectors
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Problem 50PQ: An aircraft undergoes two displacements. If the first displacement is directed at an angle of 225...
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Please answer #2
1. Determine the resultant of the following four vector displacements.
(Scale: 1cm = 10 m
Use Tip-to-Tail Method)
50 m @ 30°Northeast
35 m North
25 m West
20 m South
2. A car is driven 210 km West and then 80 km @ 45° Northwest. What is the
displacement of the car from the point of origin?
(Scale: 1 cm= 20 km
Use Tip-to-Tail Method)
3. Two forces, 200 N and 250 N act at the same point of an object and make
an angle of 45° with each other. The 200 N acts West while the 250 N acts
Southwest. Find their resultant.
(Scale: 1 cm = 50 N
Use Parallelogram Method)
4. An ambitious hiker walks 30 km West and 40 km South in a day. Find the
hiker's resultant displacement.
(Scale: 1 cm = 5 km
Use Tip-to-Tail Method)
5. A plane flies with a velocity of 54 m/s East through a 14 m/s cross wind
blowing the plane South. Find the resultant velocity at which it travels.
(Scale: 1 cm = 4 m/s
Use Tip-to-Tail Method)
Transcribed Image Text:1. Determine the resultant of the following four vector displacements. (Scale: 1cm = 10 m Use Tip-to-Tail Method) 50 m @ 30°Northeast 35 m North 25 m West 20 m South 2. A car is driven 210 km West and then 80 km @ 45° Northwest. What is the displacement of the car from the point of origin? (Scale: 1 cm= 20 km Use Tip-to-Tail Method) 3. Two forces, 200 N and 250 N act at the same point of an object and make an angle of 45° with each other. The 200 N acts West while the 250 N acts Southwest. Find their resultant. (Scale: 1 cm = 50 N Use Parallelogram Method) 4. An ambitious hiker walks 30 km West and 40 km South in a day. Find the hiker's resultant displacement. (Scale: 1 cm = 5 km Use Tip-to-Tail Method) 5. A plane flies with a velocity of 54 m/s East through a 14 m/s cross wind blowing the plane South. Find the resultant velocity at which it travels. (Scale: 1 cm = 4 m/s Use Tip-to-Tail Method)
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