menu 8 Milky Way and Other Galaxies
  • Theory
    • 8.1 Measurement of distances in Universe
    • 8.2 Distances in the Universe
  • Practical Exercises
    • Measurement of distances in Universe
      • Practical Exercise 1 PARALLAX
      • Practical Exercise 2 MEASUREMENT OF DISTANCE
      • Practical Exercise 3 SCALES OF PLANET DISTANCES IN THE SOLAR SYSTEM
      • Practical Exercise 4 Scales of planet sizes in the Solar System
    • Distances in the Universe
      • Practical Exercise 1
      • Practical Exercise 2
      • Practical Exercise 3
      • Practical Exercise 4
      • Practical Exercise 5
      • Practical Exercise 6
      • Practical Exercise 7 BALLOON MODEL OF EXPANDING UNIVERSE
      • Practical Exercise 8 MODEL OF ORION CONSTELLATION
Erasmus+: Key action 2:Strategic Partnerships in School Education
  • Practical Exercise 1
  • Practical Exercise 2
  • Practical Exercise 3
  • Practical Exercise 4
  • Practical Exercise 5
  • Practical Exercise 6
  • Practical Exercise 7 BALLOON MODEL OF EXPANDING UNIVERSE
  • Practical Exercise 8 MODEL OF ORION CONSTELLATION

Practical Exercise 3:

How long does it take to the light beam to travel from the east of the Slovak Republic to the west?

Answer: We mark the given parameters = 490 km, c = 300 000 km/s. For the time t we get: t = d/c = 490/300 000 s ≐ 0,0016 s.

We can try the estimation – if the round the distance to 500 km, we get 5/3 0.001 s, what, after rounding up, matches on the order of the calculated number.

track_changes
  • Theory
    • 8.1 Measurement of distances in Universe
    • 8.2 Distances in the Universe
  • Practical Exercises
    • Measurement of distances in Universe
    • Distances in the Universe