Astronomical units, light-years and parallax

Grade 9 Science Worksheet - Challenge Me

NameDate

Circle the best answer.

  1. Four plan cards, labeled A to D. Which plan would measure a nearby star's parallax, by Esme's reading?

    • Photograph it from two nearby towns on one clear, moonless night
    • Measure how bright it looks
    • Photograph it against far stars, then again six months later
    • Photograph it twice in one night
  2. “Parallax diagram:” Why can parallax not be used for very distant stars, by Jun's reading?

    • Far stars shift the most, so their images blur
    • Their light is too old to use
    • Their shift is too tiny to measure
    • Earth's orbit is too wide
  3. Distance (parsecs) = 1 ÷ parallax (arcseconds); smallest parallax 0.001; 1 parsec ≈ 3.26 light-years. A space telescope can measure parallaxes as small as 0.001 arcseconds. About how far away can it reach, by Kira's math?

    • About 1 parsec
    • About 0.001 parsecs
    • About 1,000 light-years
    • About 1,000 parsecs, about 3,260 light-years
  4. Luz's friend says a light-year is how long a star lives. Which response is best?

    • Agree: it is one year in space
    • Disagree: it is a distance, about 9.46 trillion km
    • Disagree: it is a speed
    • Agree: it is a star's life span
  5. Milo's cousin says the farthest stars show the biggest parallax. Which response is best?

    • Disagree: each star shows the same parallax shift against the background
    • Agree: a big parallax means a big distance
    • Agree: farther things move more
    • Disagree: nearer stars shift more, since distance = 1 ÷ parallax
  6. The IAU fixed 1 AU at exactly 149,597,870,700 m. Why fix it exactly, by Noah's reading?

    • Because it equals a light-year
    • So every scientist uses the same fixed value
    • Because Earth's orbit is a perfect circle around the Sun
    • Because it measures one year
  7. Distance (parsecs) = 1 ÷ parallax; 1 parsec ≈ 3.26 light-years. X: parallax 0.25; Y: 8 light-years. Star X has a parallax of 0.25 arcseconds. Star Y is 8 light-years away. Which is nearer, by Pia's math?

    • They are the same distance
    • X, at 4 light-years
    • Y, at 8 light-years; X is about 13
    • X, since 0.25 is a small number
  8. Distance (parsecs) = 1 ÷ parallax; 1 parsec ≈ 3.26 light-years; parallax 0.38. A bright star's parallax is 0.38 arcseconds. About how many light-years away is it, by Zee's math?

    • About 1.2 light-years
    • About 8.6 light-years
    • About 0.12 light-years
    • About 2.6 light-years
  9. 1 parsec ≈ 3.26 light-years; distance 10 parsecs. A star is 10 parsecs away. About how long does its light take to reach Ari?

    • About 3.1 years
    • No time; it arrives at once
    • About 10 years
    • About 33 years
  10. About how many AU make 1 parsec, and why, by Bo's reading?

    • 1 AU, by definition
    • About 206,265 AU, where 1 AU spans 1 arcsecond
    • About 63,241 AU
    • About 3.26 AU
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Astronomical units, light-years and parallax

Answer Key - Grade 9 Science Worksheet - Challenge Me

Circle the best answer.

  1. Four plan cards, labeled A to D. Which plan would measure a nearby star's parallax, by Esme's reading?

    • Photograph it from two nearby towns on one clear, moonless night
    • Measure how bright it looks
    • Photograph it against far stars, then again six months later
    • Photograph it twice in one night
  2. “Parallax diagram:” Why can parallax not be used for very distant stars, by Jun's reading?

    • Far stars shift the most, so their images blur
    • Their light is too old to use
    • Their shift is too tiny to measure
    • Earth's orbit is too wide
  3. Distance (parsecs) = 1 ÷ parallax (arcseconds); smallest parallax 0.001; 1 parsec ≈ 3.26 light-years. A space telescope can measure parallaxes as small as 0.001 arcseconds. About how far away can it reach, by Kira's math?

    • About 1 parsec
    • About 0.001 parsecs
    • About 1,000 light-years
    • About 1,000 parsecs, about 3,260 light-years
  4. Luz's friend says a light-year is how long a star lives. Which response is best?

    • Agree: it is one year in space
    • Disagree: it is a distance, about 9.46 trillion km
    • Disagree: it is a speed
    • Agree: it is a star's life span
  5. Milo's cousin says the farthest stars show the biggest parallax. Which response is best?

    • Disagree: each star shows the same parallax shift against the background
    • Agree: a big parallax means a big distance
    • Agree: farther things move more
    • Disagree: nearer stars shift more, since distance = 1 ÷ parallax
  6. The IAU fixed 1 AU at exactly 149,597,870,700 m. Why fix it exactly, by Noah's reading?

    • Because it equals a light-year
    • So every scientist uses the same fixed value
    • Because Earth's orbit is a perfect circle around the Sun
    • Because it measures one year
  7. Distance (parsecs) = 1 ÷ parallax; 1 parsec ≈ 3.26 light-years. X: parallax 0.25; Y: 8 light-years. Star X has a parallax of 0.25 arcseconds. Star Y is 8 light-years away. Which is nearer, by Pia's math?

    • They are the same distance
    • X, at 4 light-years
    • Y, at 8 light-years; X is about 13
    • X, since 0.25 is a small number
  8. Distance (parsecs) = 1 ÷ parallax; 1 parsec ≈ 3.26 light-years; parallax 0.38. A bright star's parallax is 0.38 arcseconds. About how many light-years away is it, by Zee's math?

    • About 1.2 light-years
    • About 8.6 light-years
    • About 0.12 light-years
    • About 2.6 light-years
  9. 1 parsec ≈ 3.26 light-years; distance 10 parsecs. A star is 10 parsecs away. About how long does its light take to reach Ari?

    • About 3.1 years
    • No time; it arrives at once
    • About 10 years
    • About 33 years
  10. About how many AU make 1 parsec, and why, by Bo's reading?

    • 1 AU, by definition
    • About 206,265 AU, where 1 AU spans 1 arcsecond
    • About 63,241 AU
    • About 3.26 AU