Starting from a tree you walk 15 m due north and then 50 m in the direction 53° south of west. What distance must you then walk to return to the tree? 65 m O 39 m 25 m 35 m 30 m none of the above answers
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- Suppose you walk 25.5m in a direction exactly 36° west of north and then walk 15 m in a direction exactly 19° south of west. How far are you from your starting point in m?Vectors A treasure map shows a path from the hanging tree to walk to find the buried treasure. It reads to start at the hanging tree and north 7.5 meters. The map then says to turn and walk 9.8 meters at 30 degrees north of east, then walk south 1.4 meters, and finally walk west 38.0 meters. Once at this position, the map says to turn east and walk 14.0 more meters, then turn north and walk 12.0 more meters, and finally to turn due west and walk 6.0 meters. There you will find the treasure!(a) Being a physicist, you want to get rid of all the steps and walk right to the treasure. What is the magnitude of the displacement you would walk if you walked directly to the treasure alongthe line of the resultant?A team is exploring a tresure. They start at the entrance of a national park and makes the following straight line movements: 68 m, north, 50 m, 25° north of west (155° CCW) 34 m, west 42 m, 17° south of east (343° CCW) Determine their position relative to the entrance of the national park. Can this be explained with a lot of detail in irder to understand.
- A woman walks 250 m in the direction 30° east of north, then 175 m directly east. Find (a) the magnitude and (b) the angle of her final displacement from the starting point. (c) Find the distance she walks. (d) Which is greater, that distance or the magnitude of her displacement?Which of the following could not be the magnitude of the vector sum of a 25-meter displacement vector and a 35-meter displacement vector? O 15 m O 5 m O 60 m O 10 mIt takes a golfer three strokes to get a golf ball into a hole. On the first hit, the ball moves 6.0 m to the east. On the second hit, it moves 2.9 m at an angle of 20 ° north of east. On the third hit, it moves 0.50 m to the north. If the golfer had struck the ball directly into the hole in one stroke, what would have been the magnitude (in m) and the direction of the ball's displacement? Indicate direction as a positive angle measured counterclockwise from east.
- Oasis B is 9.0km due east of oasis A. Starting from oasis A, a camel walks 20 km in a direction 15.0° south of east and then walks 34 km due north. If it is to then walk directly to B, (a) how far and (b) in what direction (relative to the positive x-axis within the range (-180°, 180°]) should it walk? Gruen data : Distance between A AND B'is d = 9,0 Km Please Note: step I step 2 all the answeRs are correct, The vector diagram of displacement of camel is shown below. A From step 4 (b) Please explain (Cindetail Why y ou use the 270° Qnd - tan () insteod of ton" ) Theunk jou! N R d2 W- B E C E In above figure: Step 4 d, = 20 km (а) d, = 34 km The distance travelled by the camel to reach the oasis B is: JBC + DC DB = Step 3 (10.318 km ) +(28.823 km )* = 30.6 km From geometrical property: (b) * Explaruthion, Please BC = AC – AB = d̟ cos15° - d = (20 km ) cos15° – 9.0 km 0 = 270° – ZCDB = 10.318 km The direction of displacement relative to positive x-axis is ВС = 270°- tan DC DC = DE - CE…In an attempt to escape his island, Gilligan builds a raft and sets to sea. The wind shifts a great deal during the day, and he is blown along the following straight lines: 2.50 km 45.0° north of west; then 4.20 km 60.0° south of east; then 1.50 km 25.0° south of west; then 5.30 km straight east; then 1.90 km 5.00° east of north; then 7.20 km 55.0° south of west; and finally 2.90 km 10.0° north of east. What is his final position relative to the island? (i.e., find the magnitude and direction of the displacement.) km at degrees South of EastA sailor in a small sailboat encounters shifting winds. She sails 2.00 km east, then 3.50 km 45° southeast, and then an additional distance in an unknown direction. Her final position is 5.80 km directly east of the starting point. Find the magnitude and direction of the third leg of the journey. Draw the vector addition diagram and solve analytically.
- Gabby works as an aerial photographer. On one trip she takes off from the airport and flies 52km on a bearing N46°E. She then turns and flies for 43km until she is due east of the airport. How far is Gabby from the airport when she is due east of it? Is there more than one answer, explain.A car travels 25km due south and 45km in a direction 35° north of east. X component of the resultant displacement (in km) = Y component of the resultant displacement (in km) = %3D Magnitude of the resultant displacement (in km) = %3D The direction of the resultant displacement (North of East) = %3DEach of the following vectors is given in terms of its x- and y-components. Find the magnitude of vector à and the angle it makes with respect to the positive x-axis, measured counterclockwise, when Ax = 4.00 and Ay = -4.00. A = Find the magnitude of vector B and the angle 0 it makes with respect to the positive x-axis, measured counterclockwise, when Bx = -3.00 and By = 3.00. B = 0A = C = ов = Find the magnitude of vector and the angle 0c it makes with respect to the positive x-axis, measured counterclockwise, when Cx = 0.00 and Cy = -2.00. 0c =