Exam 4: Motion in Two and Three Dimensions

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A boy on the edge of a vertical cliff 20 m high throws a stone horizontally outwards with a speed of 20 m/s.It strikes the ground at what horizontal distance from the foot of the cliff? Use g = 10 m/s2

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B

A boat is able to move through still water at 20 m/s.It makes a round trip to a town 3.0 km upstream.If the river flows at 5 m/s, the time required for this round trip is:

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E

A stone is thrown outward from the top of a 59.4-m high cliff with an upward velocity component of 19.5 m/s.How long is the stone in the air? Assume that it lands on the ground below the cliff, and that the ground below the cliff is flat.

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C

Two objects are traveling around different circular orbits with constant speed.They both have the same acceleration but object A is traveling twice as fast as object B.The orbit radius for object A is _______ the orbit radius for object B.

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A girl wishes to swim across a river to a point directly opposite as shown.She can swim at 2 m/s in still water and the river is flowing at 1 m/s.At what angle θ\theta with respect to the line joining the starting and finishing points should she swim?  A girl wishes to swim across a river to a point directly opposite as shown.She can swim at 2 m/s in still water and the river is flowing at 1 m/s.At what angle   \theta  with respect to the line joining the starting and finishing points should she swim?

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Two projectiles are in flight at the same time.The acceleration of one relative to the other:

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What is the difference between speed and velocity?

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A car rounds a 20-m radius curve at a speed of 10 m/s.The magnitude of its acceleration is:

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A projectile is fired over level ground with an initial velocity that has a vertical component of 20 m/s and a horizontal component of 30 m/s.Using g = 10 m/s2, the distance from launching to landing points is:

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A particle moves at constant speed in a circular path.The instantaneous velocity and instantaneous acceleration vectors are:

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A toy racing car moves with constant speed around the circle shown below.When it is at point A its coordinates are x = 0, y = 3m and its velocity is (6 m/s) A toy racing car moves with constant speed around the circle shown below.When it is at point A its coordinates are x = 0, y = 3m and its velocity is (6 m/s)   .When it is at point B its velocity and acceleration are:  .When it is at point B its velocity and acceleration are: A toy racing car moves with constant speed around the circle shown below.When it is at point A its coordinates are x = 0, y = 3m and its velocity is (6 m/s)   .When it is at point B its velocity and acceleration are:

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An object moves from x = -2.1 m, y = 3.7 m, z = 1.4 m to x = 3.3 m, y = -1.1 m, z = 4.2 m in a time of 5.3 s.What is its average velocity?

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A stone thrown from the top of a tall building follows a path that is:

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A stone is tied to a 0.50-m string and whirled at a constant speed of 4.0 m/s in a vertical circle.The acceleration at the bottom of the circle is:

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A particle goes from x = -2 m, y = 3 m, z = 1 m to x = 3 m, y = -1 m, z = 4 m.Its displacement is:

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Two bodies are falling with negligible air resistance, side by side, above a horizontal plane.If one of the bodies is given an additional horizontal acceleration during its descent, it:

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From your window you can see a high-rise building several blocks away.You check the map and see that the building is 560 m away from you in a straight line, in a direction 30° south of east.However, the roads are all east-west and north-south.If you want to walk from your house to the building, how far in each direction do you have to walk?

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A stone is tied to a 0.50-m string and whirled at a constant speed of 4.0 m/s in a vertical circle.Its acceleration at the top of the circle is:

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A stone is tied to the end of a string and is swung with constant speed around a horizontal circle with a radius of 1.5 m.If it makes two complete revolutions each second, its acceleration is:

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The position of an object as a function of time is given in meters by x = (at + bt2) The position of an object as a function of time is given in meters by x = (at + bt<sup>2</sup>)   + (ct)   .What is its velocity as a function of time? + (ct) The position of an object as a function of time is given in meters by x = (at + bt<sup>2</sup>)   + (ct)   .What is its velocity as a function of time? .What is its velocity as a function of time?

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