Questions: Question 24 2 pts A building with an appraisal value of 154,000 is made available at an offer price of 172,000. The purchaser acquires the property for 40,000 in cash, a 90-day note payable for 45,000, and a mortgage amounting to 75,000. The cost of the building to be reported on the balance sheet is 154,000 172,000 160,000 120,000

Question 24
2 pts

A building with an appraisal value of 154,000 is made available at an offer price of 172,000. The purchaser acquires the property for 40,000 in cash, a 90-day note payable for 45,000, and a mortgage amounting to 75,000. The cost of the building to be reported on the balance sheet is
154,000
172,000
160,000
120,000
Transcript text: Question 24 2 pts A building with an appraisal value of $\$ 154,000$ is made available at an offer price of $\$ 172,000$. The purchaser acquires the property for $\$ 40,000$ in cash, a 90 -day note payable for $\$ 45,000$, and a mortgage amounting to $\$ 75,000$. The cost of the building to be reported on the balance sheet is \$154,000 \$172,000 \$160,000 \$120,000
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Solution

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Solution Steps

To determine the cost of the building to be reported on the balance sheet, we need to consider the total amount paid by the purchaser, which includes the cash payment, the note payable, and the mortgage. The appraisal value and the offer price are not relevant for this calculation.

Solution Approach
  1. Sum the cash payment, the note payable, and the mortgage to find the total cost of the building.
Step 1: Identify Payments

The purchaser makes the following payments for the building:

  • Cash payment: \( \$40,000 \)
  • Note payable: \( \$45,000 \)
  • Mortgage: \( \$75,000 \)
Step 2: Calculate Total Cost

To find the total cost of the building, we sum the cash payment, the note payable, and the mortgage: \[ \text{Total Cost} = 40000 + 45000 + 75000 \]

Step 3: Perform the Calculation

Calculating the total: \[ \text{Total Cost} = 40000 + 45000 + 75000 = 160000 \]

Final Answer

The cost of the building to be reported on the balance sheet is \\(\boxed{160000}\\).

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