Accuracy, precision and percent error

Grade 10 Science Worksheet

NameDate

Circle the best answer, or write your answer on the line.

  1. Three weighings of a cup of water give 25.2 g, 25.5 g and 25.3 g. What is the mean mass, to 0.01 g, Ari?

  2. Three weighings of a jar of sand give 98.6 g, 99.1 g and 98.8 g. What is the mean mass, to 0.01 g, Esme?

  3. Read this first

    Three groups measure the density of table salt (CRC accepted value 2.17 g/cm³) (example data)

    grouptrial 1trial 2trial 3
    Group 12.162.172.18
    Group 22.32.312.3
    Group 32.052.32.16
  4. Using the table, which group is both accurate and precise, Jun?

    • Group 3
    • Group 1
    • Group 2
  5. Using the table, how would you describe Group 2, Kira?

    • Neither accurate nor precise
    • Accurate and precise
    • Precise, not accurate
  6. A balance reads 0.20 g with nothing on it. What happens to every mass measured, Milo?

    • Each one reads 0.20 g too low
    • Each one reads 0.20 g too high
    • They scatter at random
  7. Water in a cylinder is read from above, not at eye level. What error results, Noah?

    • The cylinder stretches a little
    • The reading is too high
    • The water evaporates
  8. Some water stays stuck inside a cylinder after pouring. What does that do to the poured volume, Pia?

    • The water gets heavier
    • Less is poured than measured
    • More is poured than measured
  9. How can a group make its results more reliable, Ren?

    • Use just one trial
    • Repeat the trials and average
    • Round each number to the nearest whole number
  10. Which change makes a mass measurement more precise, Tala?

    • A balance with finer marks
    • A warmer room
    • A bigger beaker for the sample
  11. Why zero a balance before weighing, Zee?

    • To remove a constant offset
    • To warm it up
    • To make it more sensitive
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Accuracy, precision and percent error

Answer Key - Grade 10 Science Worksheet

Circle the best answer, or write your answer on the line.

  1. Three weighings of a cup of water give 25.2 g, 25.5 g and 25.3 g. What is the mean mass, to 0.01 g, Ari?

    25.33 g
  2. Three weighings of a jar of sand give 98.6 g, 99.1 g and 98.8 g. What is the mean mass, to 0.01 g, Esme?

    98.83 g
  3. Read this first

    Three groups measure the density of table salt (CRC accepted value 2.17 g/cm³) (example data)

    grouptrial 1trial 2trial 3
    Group 12.162.172.18
    Group 22.32.312.3
    Group 32.052.32.16
  4. Using the table, which group is both accurate and precise, Jun?

    • Group 3
    • Group 1
    • Group 2
  5. Using the table, how would you describe Group 2, Kira?

    • Neither accurate nor precise
    • Accurate and precise
    • Precise, not accurate
  6. A balance reads 0.20 g with nothing on it. What happens to every mass measured, Milo?

    • Each one reads 0.20 g too low
    • Each one reads 0.20 g too high
    • They scatter at random
  7. Water in a cylinder is read from above, not at eye level. What error results, Noah?

    • The cylinder stretches a little
    • The reading is too high
    • The water evaporates
  8. Some water stays stuck inside a cylinder after pouring. What does that do to the poured volume, Pia?

    • The water gets heavier
    • Less is poured than measured
    • More is poured than measured
  9. How can a group make its results more reliable, Ren?

    • Use just one trial
    • Repeat the trials and average
    • Round each number to the nearest whole number
  10. Which change makes a mass measurement more precise, Tala?

    • A balance with finer marks
    • A warmer room
    • A bigger beaker for the sample
  11. Why zero a balance before weighing, Zee?

    • To remove a constant offset
    • To warm it up
    • To make it more sensitive