Lunch and Dinner: Menu Math (Grades 4-5) | Printable Skills Sheets - Free Printable

Let’s solve this step by step.

We are given a menu with prices for lunch and dinner items. The note at the bottom says:
> “Lunch portions are smaller than dinner portions, but they’re sold as good.”

That means we just use the prices listed — no need to adjust for portion size unless told otherwise.

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The question is not written out, but since you uploaded a menu and asked to “solve the problem,” and there’s no specific question in the image, I’ll assume you want me to calculate the total cost of one item from each category (Starter, Main Course, Dessert) for both Lunch and Dinner, so you can compare or understand how pricing works.

But wait — maybe the actual task was cut off? Since the user didn’t write a question, perhaps the original homework had a specific order to calculate?

Looking again — the image shows two columns: LUNCH and DINNER, each with Starters, Main Courses, Desserts.

Since no specific order is given, let’s pick one common item from each section for both meals and add them up.

Let’s choose:

For Lunch:
- Starter: Onion Soup → $2.25
- Main Course: Hamburger → $3.75
- Dessert: Ice Cream → $1.50

Total Lunch = 2.25 + 3.75 + 1.50

Step-by-step:
2.25 + 3.75 = 6.00
6.00 + 1.50 = 7.50

→ Lunch Total: $7.50

For Dinner:
- Starter: Onion Soup → $2.95
- Main Course: Hamburger → $4.00
- Dessert: Ice Cream → $2.00

Total Dinner = 2.95 + 4.00 + 2.00

Step-by-step:
2.95 + 4.00 = 6.95
6.95 + 2.00 = 8.95

→ Dinner Total: $8.95

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Wait — maybe the real task was to find the difference between lunch and dinner for the same items? Or maybe it’s about comparing prices?

Alternatively, perhaps the student is supposed to calculate the cost of a full meal (starter + main + dessert) for lunch vs dinner using the same food items.

Let’s do that comparison clearly.

Same items chosen: Onion Soup, Hamburger, Ice Cream.

Lunch: $2.25 + $3.75 + $1.50 = $7.50
Dinner: $2.95 + $4.00 + $2.00 = $8.95

Difference: 8.95 - 7.50 = $1.45 more for dinner.

But again — without a specific question, this is an assumption.

Another possibility: Maybe the task is to calculate the total if someone orders ALL starters, all mains, all desserts for lunch? That would be unusual, but let’s check.

All Lunch Items:

Starters:
Onion Soup $2.25
Garden Salad $2.75
Shrimp Cocktail $5.50
Chef's Hot Salad $3.00
→ Sum: 2.25 + 2.75 = 5.00; 5.00 + 5.50 = 10.50; 10.50 + 3.00 = 13.50

Main Courses:
Mac & Cheese w/ salad $4.50
Meatloaf $4.00
Hamburger $3.75
Club Sandwich $2.75
Pasta of the Day $3.95
Vegetable Lasagna $4.00
→ Sum: 4.50 + 4.00 = 8.50; +3.75=12.25; +2.75=15.00; +3.95=18.95; +4.00=22.95

Desserts:
Ice Cream $1.50
Pie Crust $1.25
Assorted Cookies $1.75
Fruit $1.25
Fresh Seasonal Fruits $1.50
→ Sum: 1.50+1.25=2.75; +1.75=4.50; +1.25=5.75; +1.50=7.25

Total Lunch All Items: 13.50 + 22.95 + 7.25

13.50 + 22.95 = 36.45
36.45 + 7.25 = 43.70

That seems too high and unlikely for a homework problem.

Perhaps the intended task is simply to add three items together for lunch and three for dinner — which is what I did first.

Given that, and since no specific instruction was provided, I will go with the most reasonable interpretation: Calculate the total cost of one starter, one main course, and one dessert for lunch, and separately for dinner, using the same type of items.

I chose:
- Starter: Onion Soup
- Main: Hamburger
- Dessert: Ice Cream

And got:
Lunch: $7.50
Dinner: $8.95

If the problem was to find the total for a complete meal (one of each) for lunch, then answer is $7.50.

But to be safe, let’s see if there’s a standard way these menus are used in math problems.

Often, students are asked: “How much does it cost to buy a starter, main, and dessert for lunch?” So I think $7.50 is the expected answer for lunch.

Similarly, for dinner, $8.95.

But since the user didn’t specify, and the image has both, perhaps the final answer should be both totals.

Wait — looking back at the image, page number is 1, and it’s titled “Lunch and Dinner” — likely part of a worksheet where the next page has questions.

Since we don’t have the question, I must make a best guess.

Another idea: Maybe the task is to find the cheapest possible full meal (starter + main + dessert) for lunch.

Let’s try that.

Cheapest Lunch Meal:

Starters: Chef's Hot Salad $3.00? Wait, no — Garden Salad is $2.75, Onion Soup $2.25 — cheapest is Onion Soup $2.25

Main Courses: Club Sandwich $2.75 — that’s the cheapest main

Desserts: Fruit $1.25 — cheapest dessert

So cheapest lunch: 2.25 + 2.75 + 1.25 = ?

2.25 + 2.75 = 5.00
5.00 + 1.25 = 6.25

→ $6.25

Similarly, cheapest dinner:

Starters: Onion Soup $2.95 (only one under $3? Garden Salad $3.25, etc. — actually Onion Soup is $2.95, which is cheapest)

Main Courses: Club Sandwich $3.25 — cheapest main

Desserts: Fruit $1.75 — cheapest dessert

Dinner cheapest: 2.95 + 3.25 + 1.75

2.95 + 3.25 = 6.20
6.20 + 1.75 = 7.95

→ $7.95

But again, without knowing the exact question, it’s hard.

Perhaps the simplest and most likely task is: Add the price of one starter, one main, and one dessert for lunch.

And since the menu lists them, and often textbooks ask for a sample meal, I'll go with my first calculation.

Final decision: Assume the problem is to calculate the total cost of ordering Onion Soup, Hamburger, and Ice Cream for lunch.

Calculation:
Onion Soup: $2.25
Hamburger: $3.75
Ice Cream: $1.50

2.25 + 3.75 = 6.00
6.00 + 1.50 = 7.50

Final Answer: $7.50

If it's for dinner, it would be different, but since "Lunch" is listed first and the title is "Lunch and Dinner", perhaps lunch is the focus.

To cover bases, I'll provide the lunch total as the answer, as it's the left column and often primary.

Final Answer: $7.50