Exam 3: Kinematics in Two Dimensions; Vectors

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The magnitude of the resultant of two vectors cannot be less than the magnitude of either of those two vectors.

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When rolled down a mountainside at 7.0 m/s, the horizontal component of its velocity vector was 1.8 m/s. What was the angle of the mountain surface above the horizontal?

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A 20-ton truck collides with a 1500-lb car. Which of the following statements must be true?

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A child throws a ball with an initial speed of 8.0 m/s at an angle of A child throws a ball with an initial speed of 8.0 m/s at an angle of   ° above the horizontal. The ball leaves her hand 1.0 m above the ground. At what angle below the horizontal does the ball Approach the ground? ° above the horizontal. The ball leaves her hand 1.0 m above the ground. At what angle below the horizontal does the ball Approach the ground?

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Alicia intends to swim to a point straight across a 100 m wide river with a current that flows at 1.2 m/s. She can swim 2.5 m/s in still water. At what angle, measured from the upstream direction, must she swim upstream to achieve her goal?

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A cat leaps to try to catch a bird. If the cat's jump was at A cat leaps to try to catch a bird. If the cat's jump was at   off the ground and its initial velocity was 2.74 m/s, what is the highest point of its trajectory, neglecting air resistance? off the ground and its initial velocity was 2.74 m/s, what is the highest point of its trajectory, neglecting air resistance?

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An airplane flies between two points on the ground that are 500 km apart. The destination is directly north of the point of origin of the flight. The plane flies with an airspeed of 120 m/s. If a Constant wind blows at 10 m/s toward the west during the flight, what direction must the plane fly Relative to the air to arrive at the destination?

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Displacement vector Displacement vector   is  75cm  long and points at   above the  +x -axis. Displacement vector   is  25 cm  long and points along the  -x -axis. Displacement vector   is  40 cm long and points at   below the  -x -axis. (a) Determine the  x  and  y  components of vector   (b) Determine the  x  and  y  components of vector   (c) Determine the  x  and  y  components of vector   (d) Determine the  x  and  y  components of the resultant of these three vectors. (e) Determine the magnitude and direction of the resultant of these three vectors. is 75cm long and points at Displacement vector   is  75cm  long and points at   above the  +x -axis. Displacement vector   is  25 cm  long and points along the  -x -axis. Displacement vector   is  40 cm long and points at   below the  -x -axis. (a) Determine the  x  and  y  components of vector   (b) Determine the  x  and  y  components of vector   (c) Determine the  x  and  y  components of vector   (d) Determine the  x  and  y  components of the resultant of these three vectors. (e) Determine the magnitude and direction of the resultant of these three vectors. above the +x -axis. Displacement vector Displacement vector   is  75cm  long and points at   above the  +x -axis. Displacement vector   is  25 cm  long and points along the  -x -axis. Displacement vector   is  40 cm long and points at   below the  -x -axis. (a) Determine the  x  and  y  components of vector   (b) Determine the  x  and  y  components of vector   (c) Determine the  x  and  y  components of vector   (d) Determine the  x  and  y  components of the resultant of these three vectors. (e) Determine the magnitude and direction of the resultant of these three vectors. is 25 cm long and points along the -x -axis. Displacement vector Displacement vector   is  75cm  long and points at   above the  +x -axis. Displacement vector   is  25 cm  long and points along the  -x -axis. Displacement vector   is  40 cm long and points at   below the  -x -axis. (a) Determine the  x  and  y  components of vector   (b) Determine the  x  and  y  components of vector   (c) Determine the  x  and  y  components of vector   (d) Determine the  x  and  y  components of the resultant of these three vectors. (e) Determine the magnitude and direction of the resultant of these three vectors. is 40 cm long and points at Displacement vector   is  75cm  long and points at   above the  +x -axis. Displacement vector   is  25 cm  long and points along the  -x -axis. Displacement vector   is  40 cm long and points at   below the  -x -axis. (a) Determine the  x  and  y  components of vector   (b) Determine the  x  and  y  components of vector   (c) Determine the  x  and  y  components of vector   (d) Determine the  x  and  y  components of the resultant of these three vectors. (e) Determine the magnitude and direction of the resultant of these three vectors. below the -x -axis. (a) Determine the x and y components of vector Displacement vector   is  75cm  long and points at   above the  +x -axis. Displacement vector   is  25 cm  long and points along the  -x -axis. Displacement vector   is  40 cm long and points at   below the  -x -axis. (a) Determine the  x  and  y  components of vector   (b) Determine the  x  and  y  components of vector   (c) Determine the  x  and  y  components of vector   (d) Determine the  x  and  y  components of the resultant of these three vectors. (e) Determine the magnitude and direction of the resultant of these three vectors. (b) Determine the x and y components of vector Displacement vector   is  75cm  long and points at   above the  +x -axis. Displacement vector   is  25 cm  long and points along the  -x -axis. Displacement vector   is  40 cm long and points at   below the  -x -axis. (a) Determine the  x  and  y  components of vector   (b) Determine the  x  and  y  components of vector   (c) Determine the  x  and  y  components of vector   (d) Determine the  x  and  y  components of the resultant of these three vectors. (e) Determine the magnitude and direction of the resultant of these three vectors. (c) Determine the x and y components of vector Displacement vector   is  75cm  long and points at   above the  +x -axis. Displacement vector   is  25 cm  long and points along the  -x -axis. Displacement vector   is  40 cm long and points at   below the  -x -axis. (a) Determine the  x  and  y  components of vector   (b) Determine the  x  and  y  components of vector   (c) Determine the  x  and  y  components of vector   (d) Determine the  x  and  y  components of the resultant of these three vectors. (e) Determine the magnitude and direction of the resultant of these three vectors. (d) Determine the x and y components of the resultant of these three vectors. (e) Determine the magnitude and direction of the resultant of these three vectors.

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Enzo throws a rock horizontally with a speed of 12 m/s from a bridge. It falls for 2.28 s before reaching the water below with no appreciable air resistance. Just as the rock reaches the water, find (a) the horizontal component of its velocity. (b) the speed with which it is moving.

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A plane flies directly from city A to city B, which are separated by 2300 mi. From A to B, the plane flies into a 65 mi/h headwind. On the return trip from B to A, the wind velocity is unchanged. The Trip from B to A takes 65 min less than the trip from A to B. What is the airspeed (assumed Constant) of the plane relative to the air (that is, the airspeed)?

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A vector A vector    has components   (a) What is the angle that vector     makes with the   (b) What is the magnitude of vector  has components A vector    has components   (a) What is the angle that vector     makes with the   (b) What is the magnitude of vector  (a) What is the angle that vector A vector    has components   (a) What is the angle that vector     makes with the   (b) What is the magnitude of vector  makes with the A vector    has components   (a) What is the angle that vector     makes with the   (b) What is the magnitude of vector  (b) What is the magnitude of vector A vector    has components   (a) What is the angle that vector     makes with the   (b) What is the magnitude of vector

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An airplane with an airspeed of 140 km/h has a heading of An airplane with an airspeed of 140 km/h has a heading of   west of north in a wind that is blowing toward the east at 25 km/h. What is the groundspeed of the plane? west of north in a wind that is blowing toward the east at 25 km/h. What is the groundspeed of the plane?

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A boat, whose speed in still water is 1.75 m/s, must aim upstream at an angle of 26.3° (with respect to a line perpendicular to the shore) in order to travel directly across the stream. (a) What is the speed of the current? (b) What is the resultant speed of the boat with respect to the shore?

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On a calm day with no wind, you can run a 1500-m race at a velocity of 4.0 m/s. If you run the same race on a day when you have a constant headwind that slows your speed by 2.0 m/s, Much time would it take you to finish the race?

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A car travels 20 km west and then 20 km south. What is the magnitude of its displacement vector?

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The figure shows three vectors and their magnitudes and relative directions. The magnitude of the resultant of the three vectors is closest to The figure shows three vectors and their magnitudes and relative directions. The magnitude of the resultant of the three vectors is closest to

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Two displacement vectors have magnitudes of 5.0 m and 7.0 m, respectively. If these two vectors are added together, the magnitude of the sum

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Two perpendicular vectors, Two perpendicular vectors,   , are added together giving vector   If the magnitudes of both vectors   are doubled without changing their directions, the magnitude of vector   will , are added together giving vector Two perpendicular vectors,   , are added together giving vector   If the magnitudes of both vectors   are doubled without changing their directions, the magnitude of vector   will If the magnitudes of both vectors Two perpendicular vectors,   , are added together giving vector   If the magnitudes of both vectors   are doubled without changing their directions, the magnitude of vector   will are doubled without changing their directions, the magnitude of vector Two perpendicular vectors,   , are added together giving vector   If the magnitudes of both vectors   are doubled without changing their directions, the magnitude of vector   will will

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If A - B = 0, then the vectors A and B have equal magnitudes and are directed in the same direction.

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A rock is thrown from the upper edge of a tall cliff at some angle above the horizontal. It reaches its highest point and starts falling down. Which of the following statements about the rock's Motion are true just before it hits the ground? (There could be more than one correct choice.)

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