Grade 1 Measurement & Data Practice

Question 1 of 26Score 0/0Medium

Question 1 of 26: Emma measures a table with her hands. She counts 6 hands. Tom uses the same table and counts 4 hands. What is the most likely reason?

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Keep going: Read the lesson: Measuring with Non-Standard Units
Answer key for parents & teachers (26 questions)
  1. Emma measures a table with her hands. She counts 6 hands. Tom uses the same table and counts 4 hands. What is the most likely reason? โ€” Emma's hands are smaller. Emma's hands are smaller, so she needs more of them to cover the same length!
  2. A caterpillar is 4 paper clips long. A worm is 7 paper clips long. How much longer is the worm? โ€” 3. 7 โˆ’ 4 = 3. The worm is 3 paper clips longer!
  3. If you use bigger units to measure the same object, you will get a ___ number. โ€” Smaller. Bigger units mean fewer units are needed, so you get a SMALLER count!
  4. A desk is 10 erasers long. The same desk is 5 rulers long. What does this tell us? โ€” Rulers are longer than erasers. You need more erasers (10) to equal fewer rulers (5) โ€” rulers must be longer!
  5. A rope is 12 paperclips long. Another rope is 15 paperclips long. How much shorter is the first rope? โ€” 3. 15 โˆ’ 12 = 3. The first rope is 3 paperclips shorter.
  6. Sam measures a pencil with big and small cubes. He gets different numbers. Why? โ€” Different size units give different counts. Different-sized units give different counts for the same object. Always use same-size units!
  7. If two students measure the same book, what must they do to get the same answer? โ€” Use the same size unit. Using the same-size unit is key! Different sized units give different counts.
  8. A slug moved 4 hand-lengths across a board. An ant moved 1 hand-length. How many more hand-lengths did the slug move? โ€” 3. 4 โˆ’ 1 = 3. The slug moved 3 more hand-lengths than the ant.
  9. How many minutes does the long hand take to go all the way around the clock? โ€” 60. One full trip around the clock face = 60 minutes = 1 hour!
  10. A clock shows 4:30. Where is the long hand? โ€” At 6. At :30, the long hand always points straight down to 6!
  11. A clock shows 4:30. Where is the short hand? โ€” Between 4 and 5. At 4:30, 30 minutes have passed in the 4 o'clock hour, so the short hand is halfway between 4 and 5.
  12. What time is 2 hours after 3:00? โ€” 5:00. 3:00 + 2 hours = 5:00. The short hand moves forward 2 positions!
  13. What time is it 30 minutes after 6:00? โ€” 6:30. 6:00 + 30 minutes = 6:30. The long hand moves from 12 to 6!
  14. Which description matches 12:30? โ€” Short at 12, long at 6. At 12:30: short hand points to 12 (with a slight move toward 1), long hand points to 6.
  15. Sarah naps from 1:00 to 1:30. How long is her nap? โ€” 30 minutes. From 1:00 to 1:30 is 30 minutes โ€” half an hour!
  16. True or False: At 7:30, the long hand points to 3. โ€” False โ€” it points to 6. False. At :30, the long hand always points to 6, not 3.
  17. Mike wakes up at 7:00. He has breakfast 30 minutes later. What time is breakfast? โ€” 7:30. 7:00 + 30 minutes = 7:30. Mike has breakfast at 7:30!
  18. How many tally marks represent 10? โ€” Two groups of 5. The correct way to show 10 is two full groups of 5 (each is a bundle with a diagonal slash).
  19. In a survey, 12 students chose dogs. How would you show 12 in a tally chart? โ€” |||| |||| || (two groups of 5 + 2 extras). 12 = 5 + 5 + 2 = two full groups of 5 and 2 extra marks.
  20. Using the same survey (Red=7, Blue=5, Green=3), how many total votes were there? โ€” 15. 7 + 5 + 3 = 15 total votes.
  21. How many MORE votes did Red (7) get than Green (3)? โ€” 4. 7 โˆ’ 3 = 4. Red got 4 more votes than Green!
  22. Which is the correct tally for 6? โ€” |||| |. 6 = 5 + 1. The correct tally is one group of 5 (crossed) plus 1 extra mark.
  23. A tally shows: |||| |||| ||| = ___ โ€” 13. 5 + 5 + 3 = 13. Two full groups of 5 plus 3 extras!
  24. Soccer: |||| ||| = 8 votes. Basketball: |||| = 5 votes. How many more chose soccer? โ€” 3. 8 โˆ’ 5 = 3. Soccer got 3 more votes than basketball.
  25. If a tally has 5 full groups, how many marks were made in total? โ€” 25. 5 groups ร— 5 marks each = 25 total tally marks.
  26. A student adds 3 more tally marks to a chart that already shows 11. What is the new total? โ€” 14. 11 + 3 = 14 total tally marks.