Question: Vector U is due East and Vector V is due South. Which of the following represents the subtraction of Vector U - Vector V?U -V

 Vector U is due East and Vector V is due South.Which of the following represents the subtraction of Vector U - VectorV?U -V U.V U - V U - VA man walks fourmiles North, turns around and travels one mile South to get lunch.He then travels another six miles North. How far and in whatdirection is he from where he started? O 9 miles South O2 miles North O 3 miles North O 9 miles NorthAn aircraftsets a course with a certain bearing and at a speed of
80omph. A horizontal wind blowing toward the east at a speed of110mph causes the aircraft to fly off-course with a speed of 847mph by an angle of #, as shown in the diagram. N110 mph 800 mph 0 847 mph W- E S The angle,#, by which the aircraft is flying off-course is, to the nearestdegree, O O 20 O 7 O 9A woman drives 30 kmWest, then 28 km South. Finally, she drives 105 km West. Howfar away is she from where she started and in what direction?

Vector U is due East and Vector V is due South. Which of the following represents the subtraction of Vector U - Vector V?U -V U.V U - V U - VA man walks four miles North, turns around and travels one mile South to get lunch. He then travels another six miles North. How far and in what direction is he from where he started? O 9 miles South O 2 miles North O 3 miles North O 9 miles NorthAn aircraft sets a course with a certain bearing and at a speed of 80omph. A horizontal wind blowing toward the east at a speed of 110mph causes the aircraft to fly off-course with a speed of 847 mph by an angle of #, as shown in the diagram. N 110 mph 800 mph 0 847 mph W- E S The angle, #, by which the aircraft is flying off-course is, to the nearest degree, O O 20 O 7 O 9A woman drives 30 km West, then 28 km South. Finally, she drives 105 km West. How far away is she from where she started and in what direction? O 138 km 12' South of West O 130 km 19' South of West O 54 km 35' West of South O 140 km 78' South of West Vector C is 3.5 units West and Vector D is 3.3 units South. Vector R is equal to Vector D - Vector C. Which of the following describes Vector R? O 8.3 units 54 South of East O 4.8 units 47 East of South O 6.2 units 32 West of South O 5.9 units 52 South of WestIf a = (-4, -8) and b = (-2, -6), find 2.50 - 36). O MV2 O 20 O 2v5 O -6What is the subtraction of Vector B from Vector N? N = 2 units B-=-4-unitsO O O O

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