Problem Analysis:
The task involves solving a math problem related to the cost of purchasing items. The image provides the following details:
1.
Items and Their Costs:
- 1 horse: €15,000
- 1 tractor: €20,000
- 1 cow: €3,000
- 1 sheep: €500
2.
Scenario:
- A farmer wants to buy one horse, two tractors, three cows, and four sheep.
- The total amount of money the farmer has is €80,000.
3.
Question:
- Will the farmer have enough money to buy all these items? If yes, how much money will remain?
---
Step-by-Step Solution:
#### Step 1: Calculate the total cost of each type of item.
-
Cost of 1 horse: €15,000
-
Cost of 2 tractors: \( 2 \times €20,000 = €40,000 \)
-
Cost of 3 cows: \( 3 \times €3,000 = €9,000 \)
-
Cost of 4 sheep: \( 4 \times €500 = €2,000 \)
#### Step 2: Sum up the total cost of all items.
\[
\text{Total cost} = \text{Cost of 1 horse} + \text{Cost of 2 tractors} + \text{Cost of 3 cows} + \text{Cost of 4 sheep}
\]
\[
\text{Total cost} = €15,000 + €40,000 + €9,000 + €2,000
\]
\[
\text{Total cost} = €66,000
\]
#### Step 3: Compare the total cost with the amount of money the farmer has.
- The farmer has €80,000.
- The total cost of the items is €66,000.
Since €80,000 > €66,000, the farmer has enough money to buy all the items.
#### Step 4: Calculate the remaining money after the purchase.
\[
\text{Remaining money} = \text{Money the farmer has} - \text{Total cost}
\]
\[
\text{Remaining money} = €80,000 - €66,000
\]
\[
\text{Remaining money} = €14,000
\]
---
Final Answer:
The farmer will have enough money to buy all the items. After the purchase, the farmer will have
€14,000 remaining.
\[
\boxed{14000}
\]
Parent Tip: Review the logic above to help your child master the concept of horse worksheet pdf.
