Exam 3: Motion in Two and Three Dimensions

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A golfer drives her ball from the tee down the fairway in a high arcing shot. When the ball is at the highest point of its flight,

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The figure represents the parabolic trajectory of a ball going from a to e in Earth gravity but without air resistance. The initial velocity of the ball is Vo at an angle θ\theta to the horizon. The vertical dashed lines represent equal time interval, Δ\Delta t. Consider UP as the positive direction.  The figure represents the parabolic trajectory of a ball going from a to e in Earth gravity but without air resistance. The initial velocity of the ball is V<sub>o</sub> at an angle  \theta  to the horizon. The vertical dashed lines represent equal time interval,  \Delta t. Consider UP as the positive direction.   The vertical velocity at point c is [Note: g = 9.81 m/s<sup>2</sup>)] The vertical velocity at point c is [Note: g = 9.81 m/s2)]

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Vectors Vectors   ,   , and   have the following components, expressed in arbitrary units:   Vector   is defined so that   = 0 The magnitude and direction of   relative to the positive x axis are , Vectors   ,   , and   have the following components, expressed in arbitrary units:   Vector   is defined so that   = 0 The magnitude and direction of   relative to the positive x axis are , and Vectors   ,   , and   have the following components, expressed in arbitrary units:   Vector   is defined so that   = 0 The magnitude and direction of   relative to the positive x axis are have the following components, expressed in arbitrary units: Vectors   ,   , and   have the following components, expressed in arbitrary units:   Vector   is defined so that   = 0 The magnitude and direction of   relative to the positive x axis are Vector Vectors   ,   , and   have the following components, expressed in arbitrary units:   Vector   is defined so that   = 0 The magnitude and direction of   relative to the positive x axis are is defined so that Vectors   ,   , and   have the following components, expressed in arbitrary units:   Vector   is defined so that   = 0 The magnitude and direction of   relative to the positive x axis are = 0 The magnitude and direction of Vectors   ,   , and   have the following components, expressed in arbitrary units:   Vector   is defined so that   = 0 The magnitude and direction of   relative to the positive x axis are relative to the positive x axis are

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The magnitude of the displacement of a particle is _______ the distance the particle has traveled.

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A particle initially moving at 4.0 m/s along the y-axis is uniformly accelerated at 3.0 m/s2 along the x-axis for 2.0 s. The final speed of the particle is

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Vector Vector   has components A<sub>x</sub> = +4.0 units and A<sub>y</sub> = +3.2 units, whereas vector   has components B<sub>x</sub> = +2.5 units and B<sub>y</sub> = +5.5 units. The angle between the two vectors is has components Ax = +4.0 units and Ay = +3.2 units, whereas vector Vector   has components A<sub>x</sub> = +4.0 units and A<sub>y</sub> = +3.2 units, whereas vector   has components B<sub>x</sub> = +2.5 units and B<sub>y</sub> = +5.5 units. The angle between the two vectors is has components Bx = +2.5 units and By = +5.5 units. The angle between the two vectors is

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A car is at position x1, y1) = 4 m, 5 m) at time t1 = 1 s. If 10 seconds later the car moving in a straight line is at position x2, y2) = 204 m, 305 m), calculate the magnitude of the average velocity during this interval.

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The figure represents the parabolic trajectory of a ball going from a to e in Earth gravity but without air resistance. The initial velocity of the ball is Vo at an angle θ\theta to the horizon. The vertical dashed lines represent equal time interval, Δ\Delta t. Consider "up" as the positive direction.  The figure represents the parabolic trajectory of a ball going from a to e in Earth gravity but without air resistance. The initial velocity of the ball is V<sub>o</sub> at an angle  \theta  to the horizon. The vertical dashed lines represent equal time interval,  \Delta t. Consider up as the positive direction.   The vertical velocity at point b is [Note: g = 9.81 m/s<sup>2</sup>)] The vertical velocity at point b is [Note: g = 9.81 m/s2)]

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The components of a vector

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The components of a vector The components of a vector   are A<sub>x</sub> = -10 units and A<sub>y</sub> = 6 units. What angle does this vector make with the positive x axis? are Ax = -10 units and Ay = 6 units. What angle does this vector make with the positive x axis?

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Vectors Vectors   and   have the following components:   The angle between the positive x axis and the vector   is and Vectors   and   have the following components:   The angle between the positive x axis and the vector   is have the following components: Vectors   and   have the following components:   The angle between the positive x axis and the vector   is The angle between the positive x axis and the vector Vectors   and   have the following components:   The angle between the positive x axis and the vector   is is

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A particle initially moving at 4.0 m/s along the x-axis is uniformly accelerated at 3.0 m/s2 along the y-axis for 2.0 s. The final speed of the particle is

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Given vector Given vector   , the vector  , the vector Given vector   , the vector

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Which of the following statements is not true of a projectile moving against negligible air resistance near the surface of Earth?

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The initial path of a rocket is 30° above the horizontal, and the horizontal component of the rocket's velocity is 326 m/s. The initial vertical component of the rocket's velocity is

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The velocity vector of an object is given by The velocity vector of an object is given by   and 4 s later, its velocity vector is   . The units are in m/s. The magnitude of the change in the velocity vector   is and 4 s later, its velocity vector is The velocity vector of an object is given by   and 4 s later, its velocity vector is   . The units are in m/s. The magnitude of the change in the velocity vector   is . The units are in m/s. The magnitude of the change in the velocity vector The velocity vector of an object is given by   and 4 s later, its velocity vector is   . The units are in m/s. The magnitude of the change in the velocity vector   is is

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A projectile is fired horizontally from the top of a building in Earth gravity with an initial speed v0. A projectile is fired horizontally from the top of a building in Earth gravity with an initial speed v<sub>0</sub>.   In the absence of air resistance, which of the graphs is representative of the projectile's motion? In the absence of air resistance, which of the graphs is representative of the projectile's motion?

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The distance traveled by a particle is _______ the magnitude of the displacement of the particle.

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Two vectors Two vectors   and   are added to give a resultant   . The components of   are A<sub>x</sub> = -8.0 units and A<sub>y</sub> = 6.0 units, and the components of   are B<sub>x</sub> = 1.0 units and B<sub>y</sub> = -1.0 units. The magnitude of vector   is and Two vectors   and   are added to give a resultant   . The components of   are A<sub>x</sub> = -8.0 units and A<sub>y</sub> = 6.0 units, and the components of   are B<sub>x</sub> = 1.0 units and B<sub>y</sub> = -1.0 units. The magnitude of vector   is are added to give a resultant Two vectors   and   are added to give a resultant   . The components of   are A<sub>x</sub> = -8.0 units and A<sub>y</sub> = 6.0 units, and the components of   are B<sub>x</sub> = 1.0 units and B<sub>y</sub> = -1.0 units. The magnitude of vector   is . The components of Two vectors   and   are added to give a resultant   . The components of   are A<sub>x</sub> = -8.0 units and A<sub>y</sub> = 6.0 units, and the components of   are B<sub>x</sub> = 1.0 units and B<sub>y</sub> = -1.0 units. The magnitude of vector   is are Ax = -8.0 units and Ay = 6.0 units, and the components of Two vectors   and   are added to give a resultant   . The components of   are A<sub>x</sub> = -8.0 units and A<sub>y</sub> = 6.0 units, and the components of   are B<sub>x</sub> = 1.0 units and B<sub>y</sub> = -1.0 units. The magnitude of vector   is are Bx = 1.0 units and By = -1.0 units. The magnitude of vector Two vectors   and   are added to give a resultant   . The components of   are A<sub>x</sub> = -8.0 units and A<sub>y</sub> = 6.0 units, and the components of   are B<sub>x</sub> = 1.0 units and B<sub>y</sub> = -1.0 units. The magnitude of vector   is is

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What is the least number of unequal non-zero vectors that can be added to give a resultant equal to zero?

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