1. (a) Define strain.
(b) A rubber band is stretched to twice its original length. Calculate the strain on the rubber band.
Correct Option:
(a) Strain is the ratio of the original length of an object.
(b) Strain = c/lo= 2lo -lo/lo = 1
2. State three materials used for making optical fibres
Brief Explanation:
Materials for making optical fibre are Glass, Polycarbonate, Teflon sheath, Silica, quartz, Silicon, Sapphire. Feromagnetic
3. Name three classes of magnetic materials.
Brief Explanation:
Three classes of magnetic materials are
(i) Diamagnetic
(ii) Paramagnetic
(iii) Feromagnetic
4. (a) What is an intrinsic semiconductor?
(b) Distinguish between the p-type and n-type semi-conductors.
Brief Explanation:
(a) An intrinsic semiconductor contains equal number of free electrons and holes.
(b)
p— TYPE | n – TYPE | |
i | The majority carrier of electricity is holes. | The majority carrier of electricity is electron. |
ii | Carries a net positive charge | Carries a net negative charge |
iii | The impurity is trivalent | The impurity is pentavalent. |
5.A missile is projected so as to attain its maximum range. Calculate the maximum height attained if the initial velocity of projection is 200 ms−¹. [g = 10ms−²]
Brief Explanation:
6. A black body radiates maximum energy when its surface temperature T and the corresponding wavelength λmax are related by the equation max T = constant. Given the values of the constant and surface temperature as 2.9 x 10−3 mK and 57°C respectively; Calculate the frequency of the energy radiated.
Brief Explanation:
\(\lambda\) max = \(\frac{2.9 \times 10^{-3}}{330}\) = 8.8 x 10\(^{-6}\)m
v = f\(\lambda\) or f = \(\frac{v}{\lambda}\)
where v = velocity of light = 3.0 x10\(^{-8}\) m/s
\(\lambda\) = 8.8 x 10\(^{-6}\)
f = \(\frac{v}{\lambda}\)
= \(\frac{3.0 \times 10^8}{8.8 \times 10^{-6}}\)
= 3.4 x 10\(^{13}\) Hz
7. a) What does the acronym LASER stand for?
b) What is a laser?
Brief Explanation:
(a) LASER – Light Amplification by Stimulated Emission of Radiation.
(b) A laser is a device that generates an intense beam of coherent monochromatic light.
8. (a) Define uniform acceleration.
(b) Forces act on a car in motion. List the
(i) horizontal forces and their directions;
(ii) vertical forces and their directions
(c) A car starts from rest and accelerate uniformly for 20s to attain a speed of 25 ms−1. It maintains this speed for 30s before decelerating uniformly to rest. The total time for the journey is 60s.
(i) Sketch a velocity-tune graph for the motion.
(ii) Use the graph to determine the (α) total distance travelled by the car () deceleration of the car.
The figure here illustrates force-extension graph for a stretched spiral spring. Determine the work done on the spring.
Brief Explanation:
(a) Uniform acceleration is the constant time rate of increase in velocity.
(b) (i) Horizontal Force;
Forward force – Thrust
backward force – Frictional force
(ii) Vertical Force
Upward force – Normal reaction.
Downward force – Weight of the car.
(c)
(ii) (λ) Total distance
= Area of trapezium OABC
= 1/2[AB + OC] AD
= 1/2[60+30] x 25
=1125m
(β) Deceleration = slope of BC
BE/CE=25/10
= 25m/s2
(d) Work done = 1/2Fe
= 1/2 x 12 x 0.5/100J
= 0.03J