Convert between Celsius, Kelvin and Fahrenheit

Grade 10 Science Worksheet - Challenge Me

NameDate

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

  1. Ari measures a gas at constant pressure: 29.3 mL at 20 °C and 37.3 mL at 100 °C. Extend the straight line to zero volume. At what temperature, to the nearest °C?

  2. Esme measures a gas at constant pressure: 14.6 mL at 10 °C and 18.9 mL at 90 °C. Extend the straight line to zero volume. At what temperature, to the nearest °C?

  3. Jun's weather app says today's 30 °C is twice as hot as yesterday's 15 °C. Verdict?

    • Yes: the ratio 30 to 15 is also 2 on the kelvin scale
    • No: 303 K against 288 K is about 5% more average energy per molecule
    • Yes: 30 is double 15, so the average energy doubled
  4. Kira converts a 15 °C rise to Fahrenheit as 15 × 1.8 + 32 = 59 °F. What is the error?

    • A rise skips the +32: 15 °C more is 27 °F more
    • The 32 should be subtracted: 15 × 1.8 − 32 = −5 °F
    • No error: a conversion adds 32 each time
  5. Water's specific heat is 4.18 J/(g·°C). What is it in J/(g·°F), Luz?

    • 7.52 J/(g·°F), found by multiplying 4.18 by 1.8
    • 2.32 J/(g·°F), because a Fahrenheit degree is smaller
    • 4.18 J/(g·°F), because specific heat does not depend on the scale
  6. A sealed rigid can of air is heated from 27 °C to 177 °C. How does the pressure change, Noah?

    • It rises by 150%, since the temperature rose by 150 degrees
    • It rises to 6.6 times its start, since 177 is 6.6 times 27
    • It rises to 1.5 times its start: 300 K to 450 K
  7. A sample warms from 300 K to 325 K. What is that change in °F, Pia?

    • 77 °F, found by 25 × 1.8 + 32 in the usual way
    • 125.3 °F, the final reading converted into Fahrenheit
    • 45 °F: 25 K is 25 °C, and each °C is 1.8 °F
  8. A thermometer reads 1.5 °C in ice water and 99.0 °C in boiling water at 1 atm. It reads 50.0 °C in a sample. What is the true temperature, Ren?

    • 50.0 °C, trusting the reading since the error looks small
    • 48.5 °C, correcting just the 1.5 °C offset
    • About 49.7 °C, after correcting both the offset and the degree size
  9. On scale Y (freezing 10 °Y, boiling 130 °Y), a sample warms from 40 °Y to 100 °Y. How many kelvins is that change, Tala?

    • 50 K: the change is 60 °Y and 1.2 °Y equals 1 K
    • 60 K, since a degree is a degree on any scale
    • 72 K, found by multiplying the 60 °Y change by 1.2
  10. Read this first

    Reference temperatures (real data, NIST)

    pointkelvin (K)Celsius (°C)Fahrenheit (°F)
    absolute zero0−273.15−459.67
    liquid nitrogen boils77.36−195.79−320.42
    dry ice turns to gas194.65−78.5−109.3
    water freezes273.15032
    a room293.152068
    water boils373.15100212
  11. Liquid nitrogen boils at 77.36 K. Zee says that is 273.15 − 77.36 = 195.79 °C. What is wrong?

    • Nothing: 195.79 °C is right because nitrogen is very cold
    • The sign: 77.36 − 273.15 = −195.79 °C, which is below zero
    • The student should add: 77.36 + 273.15 = 350.51 °C, not subtract
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Convert between Celsius, Kelvin and Fahrenheit

Answer Key - Grade 10 Science Worksheet - Challenge Me

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

  1. Ari measures a gas at constant pressure: 29.3 mL at 20 °C and 37.3 mL at 100 °C. Extend the straight line to zero volume. At what temperature, to the nearest °C?

    -273 °C
  2. Esme measures a gas at constant pressure: 14.6 mL at 10 °C and 18.9 mL at 90 °C. Extend the straight line to zero volume. At what temperature, to the nearest °C?

    -262 °C
  3. Jun's weather app says today's 30 °C is twice as hot as yesterday's 15 °C. Verdict?

    • Yes: the ratio 30 to 15 is also 2 on the kelvin scale
    • No: 303 K against 288 K is about 5% more average energy per molecule
    • Yes: 30 is double 15, so the average energy doubled
  4. Kira converts a 15 °C rise to Fahrenheit as 15 × 1.8 + 32 = 59 °F. What is the error?

    • A rise skips the +32: 15 °C more is 27 °F more
    • The 32 should be subtracted: 15 × 1.8 − 32 = −5 °F
    • No error: a conversion adds 32 each time
  5. Water's specific heat is 4.18 J/(g·°C). What is it in J/(g·°F), Luz?

    • 7.52 J/(g·°F), found by multiplying 4.18 by 1.8
    • 2.32 J/(g·°F), because a Fahrenheit degree is smaller
    • 4.18 J/(g·°F), because specific heat does not depend on the scale
  6. A sealed rigid can of air is heated from 27 °C to 177 °C. How does the pressure change, Noah?

    • It rises by 150%, since the temperature rose by 150 degrees
    • It rises to 6.6 times its start, since 177 is 6.6 times 27
    • It rises to 1.5 times its start: 300 K to 450 K
  7. A sample warms from 300 K to 325 K. What is that change in °F, Pia?

    • 77 °F, found by 25 × 1.8 + 32 in the usual way
    • 125.3 °F, the final reading converted into Fahrenheit
    • 45 °F: 25 K is 25 °C, and each °C is 1.8 °F
  8. A thermometer reads 1.5 °C in ice water and 99.0 °C in boiling water at 1 atm. It reads 50.0 °C in a sample. What is the true temperature, Ren?

    • 50.0 °C, trusting the reading since the error looks small
    • 48.5 °C, correcting just the 1.5 °C offset
    • About 49.7 °C, after correcting both the offset and the degree size
  9. On scale Y (freezing 10 °Y, boiling 130 °Y), a sample warms from 40 °Y to 100 °Y. How many kelvins is that change, Tala?

    • 50 K: the change is 60 °Y and 1.2 °Y equals 1 K
    • 60 K, since a degree is a degree on any scale
    • 72 K, found by multiplying the 60 °Y change by 1.2
  10. Read this first

    Reference temperatures (real data, NIST)

    pointkelvin (K)Celsius (°C)Fahrenheit (°F)
    absolute zero0−273.15−459.67
    liquid nitrogen boils77.36−195.79−320.42
    dry ice turns to gas194.65−78.5−109.3
    water freezes273.15032
    a room293.152068
    water boils373.15100212
  11. Liquid nitrogen boils at 77.36 K. Zee says that is 273.15 − 77.36 = 195.79 °C. What is wrong?

    • Nothing: 195.79 °C is right because nitrogen is very cold
    • The sign: 77.36 − 273.15 = −195.79 °C, which is below zero
    • The student should add: 77.36 + 273.15 = 350.51 °C, not subtract