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physics
college physics a strategic approach 2nd

Questions and Answers of College Physics A Strategic Approach 2nd

If the centripetal force on a particle in uniform circular motion is increased, (a) the tangential speed will remain constant, (b) the tangential speed will decrease, (c) the radius of the circular
The unit of angular acceleration is (a) s−2, (b) rpm, (c) rad2/s, (d) s2.
The angular acceleration in a circular motion (a) is equal in magnitude to the tangential acceleration divided by the radius, (b) increases the angular velocity if both angular velocity and angular
In circular motion, the tangential acceleration (a) does not depend on the angular acceleration, (b) is constant, (c) has units of s−2, (d) none of these.
For uniform circular motion, (a) α = 0, (b) ω = 0, (c) v = 0, (d) none of the preceding.
The gravitational force is (a) a linear function of distance, (b) an inverse function of distance, (c) an inverse function of distance squared, (d) sometimes repulsive.
The acceleration due to gravity of an object on the Earth’s surface (a) is a universal constant, like G, (b) does not depend on the Earth’s mass, (c) is directly proportional to the Earth’s
Compared with its value on the Earth’s surface, the value of the acceleration due to gravity at an altitude of one Earth radius is (a) the same, (b) two times as great, (c) one-half as great, (d)
A new planet is discovered and its period determined. The new planet’s distance from the Sun could then be found by using Kepler’s (a) first law, (b) second law, (c) third law.
As a planet moves in its elliptical orbit, (a) its speed is constant, (b) its distance from the Sun is constant, (c) it moves faster when it is closer to the Sun, (d) it moves slower when it is
Why does 1 rad equal 57.3°? Wouldn’t it be more convenient to have an even number of degrees?
A wheel rotates about a rigid axis through its center. Do all points on the wheel travel the same distance? How about the same angular distance?
When “clockwise” or “counterclockwise” is used to describe rotational motion, why is a phrase such as “viewed from above” added?
Imagine yourself standing on the edge of an operating merry-go-round. How would your tangential speed be affected if you walked toward the center? (Watch out for the horses going up and down.)
The spin cycle of a washing machine is used to extract water from recently washed clothes. Explain the physical principle(s) involved.
A car increases its speed when it is on a circular track. Does the car have centripetal acceleration? How about angular acceleration? Explain.
Is it possible for a car traveling on a circular track to have angular acceleration, but not centripetal acceleration?
Is it possible for a car traveling on a circular track to have a change in tangential acceleration and no change in centripetal acceleration?
An amusement park merry-go-round at its constant operational speed makes one complete rotation in \(45 \mathrm{~s}\). Two children are on horses, one at \(3.0 \mathrm{~m}\) from the center of the
A DVD rotates in a player at a constant speed of \(800 \mathrm{rpm}\). What are the DVD's(a) frequency and(b) period of revolution?THINKING IT THROUGH. The relationships for the frequency \((f)\),
A laboratory centrifuge like that shown in ( Figure 7.11) operates at a rotational speed of 12000 rpm.(a) What is the magnitude of the centripetal acceleration of a red blood cell at a radial
A ball attached to a string is swung with uniform motion in a horizontal circle above a person's head (Figure 7.12a). If the string breaks, which of the trajectories shown in Figure 7.12b (viewed
A car approaches a level, circular curve with a radius of \(45.0 \mathrm{~m}\). If the concrete pavement is dry, what is the maximum speed at which the car can negotiate the curve at a constant
Suppose that two masses, \(m_{1}=2.5 \mathrm{~kg}\) and \(m_{2}=3.5 \mathrm{~kg}\), are connected by light strings and are in uniform circular motion on a horizontal frictionless surface as
A \(1.0-\mathrm{m}\) cord is used to suspend a \(0.50-\mathrm{kg}\) tetherball from the top of the pole. After being hit several times, the ball goes around the pole in uniform circular motion with a
A DVD accelerates uniformly from rest to its operational speed of \(570 \mathrm{rpm}\) in \(3.50 \mathrm{~s}\).(a) What is the angular acceleration of the DVD during this time?(b) What is the angular
A microwave oven has a \(30-\mathrm{cm}\)-diameter rotating plate for even cooking. The plate accelerates from rest at a uniform rate of \(0.87 \mathrm{rad} / \mathrm{s}^{2}\) for \(0.50
The gravitational attractions of the Sun and the Moon give rise to ocean tides. It is sometimes said that since the Moon is closer to the Earth than the Sun, the Moon's gravitational attraction is
Some communication and weather satellites are launched into circular orbits above the Earth's equator so they are synchronous (from the Greek syn-, same, and chronos, time) with the Earth's rotation.
Two \(50-\mathrm{kg}\) satellites move in circular orbits about the Earth at altitudes of \(1000 \mathrm{~km}\) (about \(620 \mathrm{mi}\) ) and \(36000 \mathrm{~km}\) (about \(22000 \mathrm{mi}\) ),
Three masses are in a configuration as shown in Figure 7.20. What is their total gravitational potential energy?THINKING IT THROUGH. Equation 7.21 applies, but be sure to keep your masses and their
The planet Jupiter is the largest in the solar system, both in volume and mass. Jupiter has 79 known moons, the four largest having been discovered by Galileo in 1610. Two of these moons, Io and
A spectator standing at the center of a circular running track observes a runner start a practice race 256 m due east of her own position (Figure 7.4). The runner runs on the track to the finish
A sailor sights a distant tanker ship and finds that it subtends an angle of 1.15° as illustrated in Figure 7.5a. He knows from the shipping charts that the tanker is 150 m in length. Approximately
Figure 1.7a (top) shows the elevation of a location in both feet and meters. Is the conversion correct? ELEVATION 1000 ft 305 m (a)
In Exercise 52, what would be the maximum height of the stone if the boy and the stone were on the surface of the Moon, where the acceleration due to gravity is only one-sixth of that of the
Why is weight, not a base quantity?
The current of a 500-m-wide straight river has a flow rate of 2.55 km/h. A motorboat that travels with a constant speed of 8.00 km/h in still water crosses the river (Figure 3.21). (a) If the
Linear momentum has units of (a) N/m, (b) kg·m/s, (c) N/s, and (d) all of the preceding.
Linear momentum is (a) unrelated to mass, (b) a scalar quantity, (c) a vector quantity, and (d) unrelated to force.
A net force on an object can cause (a) an acceleration, (b) a change in momentum, (c) a change in velocity, (d) all of the preceding.
A change in momentum requires which of the following: (a) an unbalanced force, (b) a change in velocity, (c) an acceleration, or (d) any of these?
Impulse has units (a) of kg·m/s, (b) of N·s, (c) the same as momentum, (d) all of the preceding.
Impulse is equal to (a) FΔx, (b) the change in kinetic energy, (c) the change in momentum, (d) Δp/Δt.
Impulse (a) is the time rate of change of momentum, (b) is the force per unit of time, (c) has the same units as momentum, (d) none of these.
The conservation of linear momentum is described by (a) the momentum-impulse theorem, (b) the work-energy theorem, (c) Newton’s first law, and (d) the conservation of energy.
The linear momentum of an object is conserved if (a) the force acting on the object is conservative, (b) a single, unbalanced internal force is acting on the object, (c) the mechanical energy is
Internal forces do not affect the conservation of momentum because (a) they cancel each other, (b) their effects are canceled by external forces, (c) they can never produce a change in velocity, (d)
Which of the following is not conserved in an inelastic collision: (a) momentum, (b) mass, (c) kinetic energy, or (d) total energy?
A rubber ball of mass m traveling horizontally with a speed v hits a wall and bounces back with the same speed. The magnitude of the change in momentum is (a) 0, (b) mv, (c) mv/2, (d) 2mv.
In a head-on elastic collision, a mass m1 strikes a stationary mass m2. There is a complete transfer of energy if (a) m1 = m2, (b) m1 ≫ m2, (c) m1 ≪ m2, (d) the masses stick together.
The condition for a two-object inelastic collision is (a) Kf < Ki, (b) pi ≠ pf, (c) m1 > m2, (d) v1 < v2.
The center of mass of an object (a) always lies at the center of the object, (b) is at the location of the most massive particle in the object, (c) always lies within the object, (d) none of the
The center of mass and center of gravity coincide (a) if the acceleration due to gravity is constant, (b) if momentum is conserved, (c) if momentum is not conserved, (d) only for irregularly shaped
In a football game, does a fast-running running back always have more linear momentum than a slow-moving, more massive lineman? Explain.
“Follow-through” is very important in many sports, such as in serving a tennis ball. Explain how follow-through can increase the speed of the tennis ball when it is served.
A karate student tries not to follow through in order to break a board, as shown in Figure 6.27. How can the abrupt stop of the hand (with no follow-through) generate so much force? A FIGURE 6.27 A
Two identical objects are located a distance d apart. If one of the objects remains at rest and the other moves away with a constant velocity, what is the effect on the center of mass of the system?
If the ball rebounds at the same speed and angle, what is the change in its momentum? 60 60 College Physics Essentials
A 0.30-kg ball with a speed of 2.0 m/s in +x-direction has a head-on elastic collision with a stationary 0.70-kg ball. What are the velocities of the balls after collision? THINKING IT THROUGH. The
In Figure 3.23, a spring-loaded “cannon” on a wheeled car fires a metal ball vertically. The car is given a push and set in motion horizontally with constant velocity. A pin is pulled with a
A student walks on a treadmill moving at 4.0 m/s and remains at the same place in the gym.(a) What is the student’s velocity relative to the gym floor?(b) What is the student’s speed relative to
What are the conditions for two vectors to add to zero?
Can a nonzero vector have a zero x-component? Explain.
A golf ball is hit on a level fairway. When it lands, its velocity vector has rotated through an angle of 90°. What was the launch angle of the golf ball? Pyo By Dyz =0 Uso Range R x max dya
Figure 3.11b shows a situation of one ball dropping from rest, and at the same time, another ball projected horizontally from the same height. The two balls hit the ground at the same time. Explain.
Is it possible for an object’s velocity to be perpendicular to the object’s acceleration? If so, describe the motion.
On Cartesian axes, the x-component of a vector is generally associated with a (a) cosine, (b) sine, (c) tangent,(d) none of the foregoing.
The equation x = xo +vxot + axt 12 2 applies (a) to all kinematic problems, (b) only if you is zero, (c) to constant accelerations, (d) to negative times.
For an object in curvilinear motion, (a) the object’s velocity components are constant, (b) the y-velocity component is necessarily greater than the x-velocity component, (c) there is an
Which one of the following cannot be a true statement about an object: (a) It has zero velocity and a nonzero acceleration; (b) it has velocity in the x-direction and acceleration in the y-direction;
Two linear vectors of magnitudes 3 and 4 are added.The magnitude of the resultant vector is (a) 1, (b) 7,(c) between 1 and
A unit vector has (a) magnitude, (b) direction, (c) neither of these, (d) both of these.
If air resistance is neglected, the motion of an object projected at an angle consists of a uniform downward acceleration combined with (a) an equal horizontal acceleration, (b) a uniform horizontal
A football is thrown on a long pass. Compared to the ball’s initial horizontal velocity component, the velocity at the highest point is (a) greater, (b) less, (c) the same.
A football is thrown on a long pass. Compared to the ball’s initial vertical velocity, the vertical component of its velocity at the highest point is (a) greater, (b) less,(c) the same.
You are traveling in a car on a straight, level road going 70 km/h. A car coming toward you appears to be traveling 130 km/h. How fast is the other car going? (a) 130 km/h,(b) 60 km/h, (c) 70 km/h,
Can the displacement of a person’s trip be zero, yet the distance involved in the trip is nonzero? How about the reverse situation? Explain.
An object traveling at a constant velocity vo experiences a constant acceleration in the same direction for a period of time t. Then an acceleration of equal magnitude is experienced in the opposite
You are told that a person has walked 750 m. What can you safely say about the person’s final position relative to the starting point?
If the displacement of an object is 300 m north, what can you say about the distance traveled by the object?
Speed is the magnitude of velocity. Is average speed the magnitude of average velocity? Explain.
The average velocity of a jogger on a straight track is computed to be +5 km/h. Is it possible for the jogger’s instantaneous velocity to be negative at any time during the jog? Explain.
A car is traveling at a constant speed of 60 mi/h on a circular track. Is the car accelerating? Explain.
Does a fast-moving object always have greater acceleration than a slower object? Give a few examples, and explain.
A classmate states that a negative acceleration always means that a moving object is decelerating. Is this statement true? Explain.
Describe the motions of the two objects that have the velocity-versus-time plots shown in Figure 2.19. Velocity 0 Time (a) (b) FIGURE 2.19 Description of motion See Conceptual
If an object’s velocity-versus-time graph is a horizontal line, what can you say about the object’s acceleration?
When a ball is thrown upward, what are its velocity and acceleration at its highest point?
Can the displacement of a person’s trip be zero, yet the distance involved in the trip be nonzero? How about the reverse situation? Explain.
A scalar quantity has (a) only magnitude, (b) only direction, (c) both magnitude and direction.
Which of the following is always true about the magnitude of the displacement: (a) it is greater than the distance traveled; (b) it is equal to the distance traveled;(c) it is less than the distance
A vector quantity has (a) only magnitude, (b) only direction, (c) both direction and magnitude.
What can be said about average speed relative to the magnitude of the average velocity?(a) greater than,(b) equal to,(c) less than,(d) both (a) and (b).
Distance is to displacement as (a) a scalar is to a scalar,(b) a vector is to a scalar, (c) a scalar is to a vector,(d) a vector is to a vector.
On a position-versus-time plot for an object that has a constant acceleration, the graph is (a) a horizontal line,(b) a non-horizontal and non-vertical straight line,(c) a vertical line, (d) a curve.
An acceleration may result from (a) an increase in speed, (b) a decrease in speed, (c) a change of direction,(d) all of the preceding.
A negative acceleration can cause(a) an increase in speed,(b) a decrease in speed,(c) either (a) or (b).
The gas pedal of an automobile is commonly referred to as the accelerator. Which of the following might also be called an accelerator: (a) the brakes, (b) the steering wheel, (c) the gear shift, or
For a constant acceleration, what changes uniformly?(a) acceleration, (b) velocity, (c) displacement,(d) distance.

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