Reading a bar graph to determine the quantity of each flavor of candy in a bag.

Explanation:
Let’s read the bar graph carefully. The vertical axis shows “Number of Pieces”, and the horizontal axis shows the flavors: Banana, Strawberry, Orange, Watermelon.

From the graph:
- Banana bar reaches 8 → 8 pieces
- Strawberry bar reaches 6 → 6 pieces
- Orange bar reaches 5 → 5 pieces
- Watermelon bar reaches 2 → 2 pieces

Now answer each question one by one:

1) How many pieces were banana?
→ Banana = 8

2) Were there more banana pieces or orange pieces?
→ Banana = 8, Orange = 5 → 8 > 5 → Banana

3) Were there fewer strawberry pieces or watermelon pieces?
→ Strawberry = 6, Watermelon = 2 → 2 < 6 → Watermelon

4) Which flavor had exactly 5 pieces in the bag?
→ Orange = 5 → Orange

5) What is the difference in the number of watermelon pieces and the number of strawberry pieces?
→ Strawberry = 6, Watermelon = 2
→ Difference = 6 − 2 = 4

6) What is the combined number of strawberry and watermelon pieces?
→ 6 + 2 = 8

7) Which flavor had the most pieces in the bag?
→ Banana = 8 (highest) → Banana

8) Which flavor had the fewest pieces in the bag?
→ Watermelon = 2 (lowest) → Watermelon

9) How many more strawberry pieces were there than watermelon pieces?
→ 6 − 2 = 4

10) How many fewer watermelon pieces were there than banana pieces?
→ Banana = 8, Watermelon = 2
→ 8 − 2 = 6

Let me double-check all values:
- Banana: 8 ✔
- Strawberry: 6 ✔
- Orange: 5 ✔
- Watermelon: 2 ✔
All calculations match.

Final Answer:
1. 8
2. banana
3. watermelon
4. orange
5. 4
6. 8
7. banana
8. watermelon
9. 4
10. 6