Physics questions and answers

Physics Questions and Answers

If you want to learn more about the nature and properties of matter and energy or you're simply preparing for a Physics exam, these Physics past questions and answers are ideal for you.

3,781.

106J of heat is required to boil off completely 2kg of a certain liquid. Neglecting heat lost to the surroundings, the latent heat of vaporization of the liquid is

A.

2.0 x 106J kg-1

B.

5.0 x 106J kg-1

C.

2.0 x 105J kg-1

D.

5.0 x 105J kg-1

Correct answer is D

From the heat exchange involved, the latent heat of vaporization, L can be deduced from the relation:
ML = 106, where M = mass of the liquid.
∴ 2 x L = 106
=> L = 106/2 = 5.0 x 105J kg-1

3,782.

Two liquids L1 and L2 are contained in a U - tube. The height and the density of L1 are 8 cm and 103 kgm-3 respectively. If the density of L2 is 800 kgm-3, its height measured from the same level is

A.

8 cm

B.

10 cm

C.

16 cm

D.

12 cm

Correct answer is B

Generally, from Hares Experiment, density is inversely proportional to height
i.e h ∝1/d; → h1d1 = h2d2
∴ 8 x 103 = h2 x 800

∴ h2 = 8 x 103
_800

= 10cm

3,783.

\( ^{235} _{92}U + ^1 _0n → ^{144} _{56}Ba + ^{90} _{36}Kr +2X \)
In the reaction above, X is

A.

electron

B.

proton

C.

neutrino

D.

neutron

Correct answer is D

235U + 1n → 144Ba + 90Kr + 2x9205636
In the reaction above, balancing the left with the right, show that X is neutron

3,784.

In the figure above, the work done by the force of 100N inclined at an angle of 60o to the object dragged horizontally to a distance of 8m is

A.

800J

B.

600J

C.

100J

D.

400J

Correct answer is D

Since the force is inclined at an angle 60o to the horizontal, the effective component of te force along the horizontal is given by F x cos 60o
= 100 x 0.5 = 50N.
∴ work done = F x cos 60 x displacement
= 50 x 8.0m
= 400.0J

3,785.

If the system above is in equilibrium, the tension in the string Q is

A.

11N

B.

9N

C.

4N

D.

6N

Correct answer is B

If the string is in equilibrium, the the tension in the string Q = 4N + 5N = 9N