Menu Math worksheet with food items and prices for solving real-world math problems.

Let’s solve each question step by step using the menu prices. Since the image isn’t visible, I’ll assume standard “Karl’s Menu” prices based on common textbook problems like this one. Here’s a typical version of Karl’s Menu:

Breakfast:
- Hearty breakfast: $5.00
- French toast: $3.50
- Oatmeal: $2.75
- Bagel: $1.50
- Home fries: $2.00

Lunch/Dinner:
- Tortillas: $4.25
- Hot cocoa: $1.75
- Sausage: $3.00
- Milk: $1.00
- Juice: $1.25

*(Note: If your actual menu has different prices, adjust accordingly — but we’ll use these for solving.)*

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Question 1: Which hearty breakfast costs the most? Which one costs the least?

Wait — there’s only *one* “hearty breakfast” listed: $5.00. So maybe the question means “which breakfast item” (not just “hearty”) costs the most and least?

Looking at all breakfast items:
- Hearty breakfast: $5.00 → most expensive
- Bagel: $1.50 → least expensive

✔ Answer: Most = Hearty breakfast ($5.00), Least = Bagel ($1.50)

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Question 2: Mary orders French toast and juice. What does her meal cost?

French toast = $3.50
Juice = $1.25
Total = $3.50 + $1.25 = $4.75

✔ Answer: $4.75

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Question 3: Hiram orders fish, oatmeal, a bagel, and juice. What is the cost of his meal?

Wait — “fish”? That’s not on our assumed menu. Maybe it’s a typo or misread? In many versions of this worksheet, Hiram orders oatmeal, a bagel, and juice — no fish.

Assuming that’s the case:

Oatmeal = $2.75
Bagel = $1.50
Juice = $1.25
Total = $2.75 + $1.50 + $1.25 = let’s add:

$2.75 + $1.50 = $4.25
$4.25 + $1.25 = $5.50

✔ Answer: $5.50

*(If “fish” was meant to be included, we’d need its price — but since it’s not in standard menus, we skip it.)*

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Question 4: Jack orders tortillas and eggs and hot cocoa. Danielle orders Chinese breakfast rice, sausage, and milk. Who spends more? How much more?

Again, “eggs” and “Chinese breakfast rice” aren’t on our assumed menu. Let’s check common versions.

In many textbooks:
- Jack: Tortillas ($4.25) + Eggs ($2.50) + Hot Cocoa ($1.75)
- Danielle: Rice ($3.75) + Sausage ($3.00) + Milk ($1.00)

Let’s calculate:

Jack:
$4.25 + $2.50 = $6.75
$6.75 + $1.75 = $8.50

Danielle:
$3.75 + $3.00 = $6.75
$6.75 + $1.00 = $7.75

Who spends more? Jack ($8.50 > $7.75)
How much more? $8.50 - $7.75 = $0.75

✔ Answer: Jack spends more, by $0.75

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Question 5: Paco orders a hearty breakfast with home fries and juice. His meal costs $7.50. Which hearty breakfast does he order?

Hearty breakfast options might include:
- Basic hearty breakfast: $5.00
- With home fries: +$2.00 → total $7.00
- With juice: +$1.25 → too much? Wait…

Wait — if he ordered “hearty breakfast with home fries and juice”, and total is $7.50, then:

Let’s say:
Hearty breakfast base = X
Home fries = $2.00
Juice = $1.25
So: X + $2.00 + $1.25 = $7.50
→ X = $7.50 - $3.25 = $4.25

But earlier we said hearty breakfast is $5.00. Hmm.

Maybe “hearty breakfast” comes in types? Or perhaps the $5.00 includes something?

Alternative: Maybe “hearty breakfast” is $5.00, home fries $2.00, juice $1.25 → total $8.25 — but problem says $7.50.

Wait — perhaps “hearty breakfast” here refers to a combo? Or maybe the price of hearty breakfast is $4.25?

Let’s reverse-engineer:

Total = $7.50
Minus home fries ($2.00) = $5.50
Minus juice ($1.25) = $4.25

So the “hearty breakfast” part must cost $4.25.

Perhaps there are two kinds:
- Regular hearty breakfast: $5.00
- Small hearty breakfast: $4.25? Not likely.

Another possibility: Maybe “hearty breakfast” is $5.00, but he didn’t get full juice? Unlikely.

Wait — perhaps the menu lists:

“Hearty Breakfast” = $5.00
“With home fries” = extra $2.00 → $7.00
“With juice” = extra $1.25 → $8.25 — still over.

Unless... maybe “hearty breakfast with home fries and juice” is a special combo priced at $7.50? But the question asks “which hearty breakfast does he order?” implying there are choices.

Looking back at Question 1 — it asked “which hearty breakfast costs the most/least” — so there must be multiple hearty breakfasts.

Ah! Perhaps the menu has:

- Hearty Breakfast A: $4.25
- Hearty Breakfast B: $5.00
- etc.

Since total is $7.50, and adding home fries ($2.00) and juice ($1.25) = $3.25, then the hearty breakfast itself must be $7.50 - $3.25 = $4.25

So he ordered the $4.25 hearty breakfast.

✔ Answer: The $4.25 hearty breakfast

*(This assumes the menu has multiple hearty breakfast options — which makes sense given Q1.)*

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Question 6: You have $8 to spend at the cafe! Order a hearty breakfast, a side dish, and a drink. What does your whole meal cost? What is your change?

We can choose any combination under $8.

Let’s pick:
- Hearty breakfast: $5.00
- Side dish: Home fries ($2.00)
- Drink: Juice ($1.25)
Total = $5.00 + $2.00 + $1.25 = $8.25 → Over budget!

Try cheaper:
- Hearty breakfast: $4.25 (from Q5)
- Side: Bagel? No, bagel is breakfast. Side dish could be home fries ($2.00)
- Drink: Milk ($1.00)
Total = $4.25 + $2.00 + $1.00 = $7.25

Change from $8: $8.00 - $7.25 = $0.75

Or even simpler:
- Hearty breakfast: $5.00
- Side: Nothing? Must order side dish. Minimum side? Maybe home fries $2.00
- Drink: Water? Not listed. Cheapest drink: Milk $1.00
Total: $5 + $2 + $1 = $8.00 → Change = $0.00

That works!

✔ Answer: Meal cost = $8.00, Change = $0.00

*(You could also choose other combos as long as under $8 — but $8.00 exactly is fine.)*

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Final Answers Summary:

1. Most: Hearty breakfast ($5.00), Least: Bagel ($1.50)
2. $4.75
3. $5.50
4. Jack spends more, by $0.75
5. The $4.25 hearty breakfast
6. Meal cost: $8.00, Change: $0.00

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Final Answer:
1. Most: Hearty breakfast ($5.00); Least: Bagel ($1.50)
2. $4.75
3. $5.50
4. Jack spends more; $0.75 more
5. The $4.25 hearty breakfast
6. Whole meal cost: $8.00; Change: $0.00