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此套试卷由24道选择题以及3道大题组成
每道大题含有不同数量的小题
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Data:
Speed of light c =3.00 × 108m/s
Gravitational constant G =6.67 × 10−11N · m2kg2
Acceleration due to gravity g =9.81m/s2
Normal atmospheric pressure P0 =1.01 × 105Pa
Density of fresh water ρ =1.00 × 103kg/m3
Specific heat of water Cw = 4186J/(kg · K)
Specific heat of ice Ci = 2050J/(kg · K)
Latent heat of water Lw = 2260kJ/kg
Latent heat of ice Li = 334kJ/kg
Density of ice ρi = 916kg/m3
Fundamental charge e =1.60 × 10−19C
Mass of electron me =9.11 × 10−31kg
Mass of proton mp =1.67 × 10−27kg
Planck’s constant h =6.63 × 10−34Js
Electrostatic constant k =8.99 × 109N · m2/C2
Boltzmann’s constant kB =1.38 × 10−23J/K
A.U. Astronomical Unit = 1.49598 ×1011m: The approximate distance from the Sun to the Earth.
Radius of the Earth RE =6.371 × 106m
Radius of the Sun RS =6.96 × 108m
Stefan’s constant σ =5.6704 × 10−8W/(m· K4)
H2 Molar mass 2.016g/mol
O2 Molar mass 31.998g/mol
N2 Molar mass 28.013g/mol
Mass of the Earth 5.97 × 1024kg
Mass of the Sun 1.99 × 1030kg
Avogadro’s number NA =6.02 × 1023 mol−1
Part A: Multiple Choice
1)A grandfather clock measures time by counting the number of oscillations of a small-angle pendulum. You take a grandfather clock that gives the correct time at sea level (where g =9.81 m/s2) up a mountain and notice that after two days it is running five minutes behind. What is the value of the gravitational acceleration up that mountain?
2)The Hubble space telescope, having a mass of 11 110 kg, is in low-Earth orbit with a semi-major axis of 6 924 km. What is its orbital period?
3)A 75 kg person gets in an elevator. How much more power must the elevator’s motor supply if the elevator is to go up at the same constant speed of 0.5 m/s as it goes up when empty?
4)A 2 kg ball is initially stationary on a flat, frictionless surface. It is then hit by a 0.25 kg piece of putty traveling at 25 m/s. After the collision, the putty sticks to the ball. At what speed will the putty-covered ball travel?
5)You are holding a bottle of pop in your hands on a bus. The bubbles in the pop are going straight up. Suddenly, the bus brakes hard to avoid a road hazard. How is the motion of the bubbles in the pop affected?
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