LOYOLA COLLEGE (AUTONOMOUS), CHENNAI – 600 034
B.Sc. DEGREE EXAMINATION – MATHEMATICS
|
THIRD SEMESTER – November 2008
MT 3502 / MT 5503 – ASTRONOMY
Date : 08-11-08 Dept. No. Max. : 100 Marks
Time : 9:00 – 12:00
SECTION – A
Answer all questions: (10 x 2 = 20 marks)
- Define: diurnal motion.
- What is meant by a circumpolar star?
- Define Astronomical refraction.
- Write any two uses of the Equatorial.
- State any one Kepler’s law.
- Define Equation of time.
- Define: ‘Synodic month’.
- What is meant by ‘phase of moon’?
- What are inner planets?
- Define the term ‘opposition’ as applied to a planet.
SECTION – B
Answer any FIVE questions: (8 x 5 = 40 marks)
- Describe the Equatorial coordinate system to fix the position of body in the celestial sphere.
- Find the condition that twilight may last through out night.
- Derive cassini’s formula for refraction, indicating the assumptions made.
- If the moon’s horizontal parallax is 57’ and her angular diameter is 32’, find her radius and her distance from the earth. (earth’s radius = 4000 miles).
- Derive Newton’s deductions from Kepler’s laws.
- Describe briefly the surface structure of the moon.
- Enumerate the chief points of difference between the lunar and solar eclipses.
- Define ‘stationary points’. Find the angle subtended at the sun by two planets when they are stationary as seen from each other.
SECTION – C
Answer any TWO questions: (2 x 20 = 40 marks)
- a) Write notes on Horizontal coordinate system to find the position of any body in the celestial sphere.
- b) Trace the variations in the duration of day and night during the year at a place in the north torrid zone.
- (a) Find the effect of parallax on the longitude and latitude of a star.
(b) Describe the sextant.
- (a) Discuss the different phases of moon during a lunation.
(b) Prove that the Equation of time vanishes four times a year.
- (a) Find the maximum number of eclipses in a year.
(b) Write a short note on ‘Comets’.
Latest Govt Job & Exam Updates: