To determine the total number of ingredients needed for the Gobbler and Veggie sandwiches, let's break it down, assuming each Gobbler sandwich contains the following ingredients:
- 2 slices of ham
- 1 slice of cheese
- 1 slice of tomato
- 1 lettuce leaf
And each Veggie sandwich contains:
- 1 slice of cheese
- 1 slice of eggplant
- 1 slice of pepper
- 1 lettuce leaf
- 1 slice of tomato
- 1 slice of cucumber
Now let's perform the calculations for each sandwich type:
Gobbler Sandwiches
- Ham Slices: \( 105 \text{ sandwiches} \times 2 \text{ slices per sandwich} = 210 \text{ slices} \)
- Cheese Slices: \( 105 \times 1 = 105 \text{ slices} \)
- Tomato Slices: \( 105 \times 1 = 105 \text{ slices} \)
- Lettuce Leaves: \( 105 \times 1 = 105 \text{ leaves} \)
Veggie Sandwiches
- Cheese Slices: \( 118 \text{ sandwiches} \times 1 \text{ slice per sandwich} = 118 \text{ slices} \)
- Eggplant Slices: \( 118 \times 1 = 118 \text{ slices} \)
- Pepper Slices: \( 118 \times 1 = 118 \text{ slices} \)
- Lettuce Leaves: \( 118 \times 1 = 118 \text{ leaves} \)
- Tomato Slices: \( 118 \times 1 = 118 \text{ slices} \)
- Cucumber Slices: \( 118 \times 1 = 118 \text{ slices} \)
Total Ingredients Needed
Now, we can fill in the chart with the total ingredients needed, stated in a clear format:
| Sandwich Name | Ham Slices | Turkey Slices | Cheese Slices | Eggplant Slices | Pepper Slices | Lettuce Leaves | Tomato Slices | Cucumber Slices | |---------------|------------|---------------|----------------|------------------|----------------|-----------------|----------------|------------------| | Gobbler | 210 | N/A | 105 | N/A | N/A | 105 | 105 | N/A | | Veggie | N/A | N/A | 118 | 118 | 118 | 118 | 118 | 118 |
Summary Multiplication Equations
-
Gobbler Sandwiches:
- Ham Slices: \( 105 \times 2 = 210 \)
- Cheese Slices: \( 105 \times 1 = 105 \)
- Tomato Slices: \( 105 \times 1 = 105 \)
- Lettuce Leaves: \( 105 \times 1 = 105 \)
-
Veggie Sandwiches:
- Cheese Slices: \( 118 \times 1 = 118 \)
- Eggplant Slices: \( 118 \times 1 = 118 \)
- Pepper Slices: \( 118 \times 1 = 118 \)
- Lettuce Leaves: \( 118 \times 1 = 118 \)
- Tomato Slices: \( 118 \times 1 = 118 \)
- Cucumber Slices: \( 118 \times 1 = 118 \)
This completes the breakdown of the total ingredients needed for Mrs. Pryor's work lunch order.