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640 for 8 hours, 240 boys in 6 groups, 108 points 13 games, 480 words per 80 minutes, 25 calls per shoot, 960 for 80 pigs, 120 per 12 buckets of beans, 63 pages for 9 minutes

Mathematics

ScanSolve AI Answer

Step-by-step solution

8 steps

Here are the calculations for each item:

1) Rate for $640 for 8 hours

  1. Divide the total amount by the number of hours.

    \frac{$640}{8 \text{ hours}} = $80/\text{hour} The rate is \boxed{80/hour}$.

    2) Rate for 240 boys into 6 groups

  2. Divide the total number of boys by the number of groups.

    240 boys6 groups=40 boys/group\frac{240 \text{ boys}}{6 \text{ groups}} = 40 \text{ boys/group}

    The rate is 40 boys/group\boxed{40 \text{ boys/group}}.

    3) Rate for 108 points in 13 games

  3. Divide the total points by the number of games.

    108 points13 games≈8.31 points/game\frac{108 \text{ points}}{13 \text{ games}} \approx 8.31 \text{ points/game}

    The rate is approximately 8.31 points/game\boxed{8.31 \text{ points/game}}.

    4) Rate for 480 words per 80 minutes

  4. Divide the total words by the number of minutes.

    480 words80 minutes=6 words/minute\frac{480 \text{ words}}{80 \text{ minutes}} = 6 \text{ words/minute}

    The rate is 6 words/minute\boxed{6 \text{ words/minute}}.

    5) Rate for 250 calls per 5 hours

  5. Divide the total calls by the number of hours.

    250 calls5 hours=50 calls/hour\frac{250 \text{ calls}}{5 \text{ hours}} = 50 \text{ calls/hour}

    The rate is 50 calls/hour\boxed{50 \text{ calls/hour}}.

    6) Rate for $960 for 80 pigs

  6. Divide the total cost by the number of pigs.

    \frac{$960}{80 \text{ pigs}} = $12/\text{pig} The rate is \boxed{12/pig}$.

    7) Rate for 120 per 12 buckets of beans

  7. Divide the total quantity by the number of buckets.

    12012 buckets=10/bucket\frac{120}{12 \text{ buckets}} = 10/\text{bucket}

    The rate is 10/bucket\boxed{10/\text{bucket}}.

    8) Rate for 63 pages for 9 minutes

  8. Divide the total pages by the number of minutes.

    63 pages9 minutes=7 pages/minute\frac{63 \text{ pages}}{9 \text{ minutes}} = 7 \text{ pages/minute}

    The rate is 7 pages/minute\boxed{7 \text{ pages/minute}}.

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