17. A flat, circular coil of radius 4 cm carries a current of 1.3 A and produces a magnetic field of 4.9 Gauss at its center. How many turns does it have?
(A) 12,
(B) 24,
(C) 36,
(D) 48.

1. A car of mass 2000 kg, can reach a speed of 100 Km/h in 10 sec. What is the average power needed to accomplish this? (A) 103.6 hp, (B) 77.3 hp, (C) 103.6 kW, (D) 77.3 kW.

2. Ten bricks, each 10 cm thick and mass 1 kg, lie on a flat floor. How much work is required to stack them on top of one another? Assume the bricks have uniform density. (A) 40 J, (B) 44.1 J, (C) 49.5 J, (D) 55 J.

3. The moment of inertia of a solid sphere is 2MR²/5, hollow sphere is 2MR²/3, solid cylinder is MR²/2, and hollow cylinder is MR². All of the same mass M and the same outer radius R. If these four objects are released from rest at the top of an incline and start rolling without sliding. Which one will the last arrive at the bottom? (A) solid sphere, (B) hollow sphere, (C) solid cylinder, (D) hollow cylinder.

4. Assume the earth is a prefect sphere with uniform density and the radius is 6400 km. What is the difference of gravitational acceleration at equator and at north pole? (A)0.017 m/s², (B) 0.034 m/s², (C) 0.17 m/s², (D) 0.34 m/s².

5. The period of T of a simple pendulum of length L is given by T = 2π(L/g)¹/². When it is taken to a mountain top it lose 1 min per day. What is the height of the mountain? (A) 3 km, (B) 3.55 km, (C) 4 km, (D) 4.55 km.

6. Which function does not represent traveling wave. (A) A*sin²[π(t-x/v)], (B) Acos(kx-ωt)², (C) A(x+vt)³, (D) A*sin[(kx)²-(ωt)²].

7. A mass of 1 kg attached to a spring with a spring constant of 100 Nt/m oscillates horizontally on a smooth frictionless table with amplitude of 0.5 m. When the mass is 　0.25 m away from equilibrium, determine the total mechanical energy. (A) 3.125 J, (B)9.375 J, (C) 12.5 j, (D) 15.625 J.

8. The Carnot cycle consists of (A) two adiabatic processes and two isochoric processes, (B) two isothermal processes and two isobaric processes, (C) two isothermal processes and two adiabatic processes, (D) two isobaric processes and two isochoric processes.

9. Solar radiation supplies approximately 1 kW/m² at the earth's surface. A 3 m x 2 m solar collector is used to heat water. If the required temperature rise is 40°C, what is the necessary flow rate of the water in kg/s? Assume the water absorbs 80% of the radiant energy. (A) 28.6 g/s, (B) 35.75 g/s, (C) 63.66 g/s, (D) 79.58 g/s.

10. Find the internal energy of one mole of diatomic ideal gas with rotation and vibration at 　300 K. (A) 3.74 KJ, (B) 6.24 KJ, (C) 8.73 KJ, (D) 12.56 KJ.

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