Exam 2: The Laws of Physics Are Universal Newtonian Mechanics

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Suppose you continue to lift the board described in problem N4T.7. Assume that the force you exert is always perpendicular to the board and that one end of the board always remains on the ground. What happens to the magnitude of the force you exert on the end as the angle between the board and the ground increases? It

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The magnitude of the normal force on a box sitting on an incline is equal to that of its weight.

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At time t=0t=0 a person is sliding due east on a flat, frictionless plane of ice. The net force on this person is due to a battery-powered fan the person holds that exerts a southward thrust force on the person. Assuming that drag is negligible, the eastward component of the person's velocity is unaffected by this force.

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Imagine that we launch a spaceship from the earth so its speed is 6 AU/y relative to the earth in the direction that the earth orbits the sun. This spaceship's subsequent orbit around the sun is:

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A child grips tightly the outer edge of a playground merry-go-round as other kids push on it to give it a dizzying rotational velocity. When the other kids let go, the horizontal component of the net force on the child points most nearly

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A comet is discovered in an elliptical orbit around the sun. Its closest distance from the sun is 1.0AU1.0 \mathrm{AU} , and measurements of its speed at this distance imply that its greatest distance from the sun is 7AU7 \mathrm{AU} . About how many years will pass between the comet's approaches to the sun?

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Object A (mA=1.0 kg)\left(m_{A}=1.0 \mathrm{~kg}\right) hangs at rest from an ideal string AA connected to the ceiling. Object B(mB=2.0 kg)B\left(m_{B}=2.0 \mathrm{~kg}\right) hangs at rest from an ideal string BB connected to object AA . The tension on string AA is

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A crate is sliding down a 3030^{\circ} incline, picking up speed as it slides. Ignore air friction. -(c) Which force listed does not actually act on the crate?

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If your car is hit from behind, you are suddenly pressed back into the seat. The normal force that the seat exerts on you is a fictitious force.

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A truck is traveling down a steady slope such that for each 1 m1 \mathrm{~m} the truck goes forward along the slope it goes down 0.04 m0.04 \mathrm{~m} (we call this a 4%4 \% grade). Imagine that the truck's brakes fail. What is the approximate increase in the truck's speed after 30 s30 \mathrm{~s} , assuming that the engine is not used and there is little drag or other friction? [g=[\vec{g} \mid= 22(mi/h)/s22(\mathrm{mi} / \mathrm{h}) / \mathrm{s} .]

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When a speeding roller-coaster car is at the bottom of a loop, the magnitude of the normal force exerted on the car's wheels due to its interaction with the track is

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You are pressed downward toward the floor as an elevator begins to move upward. The force pressing you down is a fictitious force.

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Consider the person described in problem N3T.6. The person's trajectory will look most like which of the following? (The dot shows the person's position at t=0t=0 and east is to the right and north to the top.)  Consider the person described in problem N3T.6. The person's trajectory will look most like which of the following? (The dot shows the person's position at  t=0  and east is to the right and north to the top.)

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When is an elevator a reasonably good inertial reference frame?

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As a projectile moves along its parabolic trajectory, which of the following remain constant (ignoring air resistance, and defining the zz axis as pointing upward)?

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Two boxes of the same mass sit on a rough floor. These boxes are made of the same kind of cardboard and are identical except that one is twice as large as the other. If it takes 200 N200 \mathrm{~N} to start moving the smaller box, how much force does it take to start moving the larger one?

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An orbiting satellite experiences no forces other than the force of gravity. It therefore exhibits simple projectile motion.

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A car with four-wheel drive can climb a steeper slope than a car with two-wheel drive.

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Consider an asteroid in an elliptical orbit whose closest point to the sun is rc=1AUr_{c}=1 \mathrm{AU} and farthest point is 7AU7 \mathrm{AU} from the sun. Its orbital period is

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According to Einstein, is a frame at rest on the earth's surface a reasonably accurate inertial frame (ignoring the earth's rotation)?

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