Let's solve the problem step by step using the information from the picture graph.
Understanding the Graph
Each orange icon (🍊) represents
15 oranges.
Here’s how many oranges Peter picked each day:
-
Monday: 4 oranges → $4 \times 15 = 60$ oranges
-
Wednesday: 6 oranges → $6 \times 15 = 90$ oranges
-
Friday: 8 oranges → $8 \times 15 = 120$ oranges
-
Saturday: 3 oranges → $3 \times 15 = 45$ oranges
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Now, answer the questions:
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1) How many oranges did Peter pick on Wednesday and Friday?
- Wednesday: 90 oranges
- Friday: 120 oranges
- Total: $90 + 120 = 210$
✔ Answer: 210 oranges
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2) How many oranges did he pick on the other 2 days?
The "other 2 days" are Monday and Saturday.
- Monday: 60 oranges
- Saturday: 45 oranges
- Total: $60 + 45 = 105$
✔ Answer: 105 oranges
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3) How many more oranges did he pick on Friday than on Saturday?
- Friday: 120
- Saturday: 45
- Difference: $120 - 45 = 75$
✔ Answer: 75 more oranges
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4) On which day did he pick twice as many oranges as on Monday?
- Monday: 60 oranges
- Twice that: $2 \times 60 = 120$ oranges
- Which day had 120 oranges? →
Friday
✔ Answer: Friday
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5) On which day did Peter pick 45 oranges more than on Saturday?
- Saturday: 45 oranges
- 45 more than Saturday: $45 + 45 = 90$ oranges
- Which day had 90 oranges? →
Wednesday
✔ Answer: Wednesday
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6) Peter needs 9 oranges for 1 liter of orange juice. How many liters of juice can he make on Saturday?
- Saturday: 45 oranges
- Oranges needed per liter: 9
- Liters: $45 \div 9 = 5$
✔ Answer: 5 liters
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✔ Final Answers:
1) 210 oranges
2) 105 oranges
3) 75 more oranges
4) Friday
5) Wednesday
6) 5 liters
Let me know if you'd like this formatted for printing or student use!
Parent Tip: Review the logic above to help your child master the concept of pictograph worksheet for grade.