Respuesta :
Answer:
(a) $406,720
(b) $176,891
Explanation:
(a) (i) Interest payable on short term loan in 2020:
= 1,400,000 × 10%
= $140,000
Interest payable on long term loan in 2020:
= 1,000,000 × 11%
= $110,000
Weighted average interest rate:
= [(Interest payable on short term loan + Interest payable on long term loan) ÷ (1,400,000 + 1,000,000)] × 100
= [($140,000 + $110,000) ÷ (1,400,000 + 1,000,000)] × 100
= ($250,000 ÷ 2,400,000) × 100
= 10.42%
(ii) Avoidable interest on this project:
= (2,000,000 × 12%) + [(3,600,000 - 2,000,000) × 10.42%]
= 240,000 + 166,720
= $406,720
(b) Total capitalization cost:
= Cost to complete the construction + Avoidable interest
= $5,200,000 + $406,720
= $5,606,720
Depreciation:
= (Total capitalization cost - Salvage value) ÷ Estimated life
= ($5,606,720 - $300,000) ÷ 30
= $5,306,720 ÷ 30
= $176,891
Depreciation refers to the process of decrease in the monetary value of the assets due to the wear and tear of the assets. This is called the non-cash expense because there is no cash flow in depreciation.
The answer are:
(a) $406,720
(b) $176,891
The computation of the various aspects are:
(a) (i) Interest payable on short term loan in 2020:
[tex]= 1,400,000 \times 10\%= \$140,000[/tex]
Interest payable on long term loan in 2020:
[tex]= 1,000,000 \times11\%=\$110,000[/tex]
Weighted average interest rate:
[tex]\begin{aligned}=\frac{\text{Interest payable on short term loan + Interest payable on long term loan}}{1,400,000 + 1,000,000}\times 100\end{aligned}[/tex]
[tex]\begin{aligned}&= \frac{\$140,000 + \$110,000}{1,400,000 + 1,000,000} \times 100\\&= \frac{\$250,000}{\$2,400,000} \times 100\\&= 10.42\%\end{aligned}[/tex]
(ii) Avoidable interest in this project:
[tex]= (2,000,000 \times 12\%) + (3,600,000 - 2,000,000) \times 10.42\%= 240,000 + 166,720= \$406,720[/tex]
(b) Total capitalization cost:
[tex]= \text{Cost to complete the construction + Avoidable interest}= \$5,200,000 + \$406,720= \$5,606,720[/tex]
Depreciation:
[tex]\begin{aligned}&= \frac{\text{Total capitalization cost - Salvage value}}{\text{Estimated life}}\\&=\frac{\$5,606,720 - \$300,000}{30}\\&= \$176,891\end{aligned}[/tex]
To know more about the calculation of the depreciation, refer to the link below:
https://brainly.com/question/23260594