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quester [9]
3 years ago
5

On January 1, 2021, Kendall Inc. began construction of an automated cattle feeder system. The system was finished and ready for

use on September 30, 2022. Expenditures on the project were as follows: January 1, 2021 $ 205,000 September 1, 2021 $ 306,000 December 31, 2021 $ 306,000 March 31, 2022 $ 306,000 September 30, 2022 $ 205,000 Kendall borrowed $752,000 on a construction loan at 7% interest on January 1, 2021. This loan was outstanding throughout the construction period. The company had $4,510,000 in 7% bonds payable outstanding in 2021 and 2022.
Interest capitalized for 2021 was:
Business
1 answer:
beks73 [17]3 years ago
3 0

Answer:

The correct answer is "$21490".

Explanation:

The given expenditures are:

January:

= $205000

September:

= $306000

December:

= $306000

Now,

January average will be:

= 205000\times \frac{12}{12}

= 205000 ($)

September average will be:

= 306000\times \frac{4}{12}

= 102000

December average will be:

= 306000\times \frac{0}{12}

= 0

The total average will be:

= 205000+102000+0

= 307000 ($)

Hence,

The Interest capitalized for year 2021 will be:

= Interest \ rate\times Weighted \ average

On substituting the estimated values, we get

= 7 \ percent\times 307000

= 21490 ($)

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Brazil has a population of about 210​ million, with about 150 million over the age of 15. Of​ these, an estimated 25​ percent, o
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3 years ago
If the domestic demand curve is Equal 20p Superscript negative 0.5​, the domestic supply curve is Equal 5p Superscript 0.5​, and
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$52

$ 1.33

  • consumer price will increase
  • consumer surplus will decrease
  • import will decrease
  • reduced export
  • portends gloom for the general outlook for the economy

Explanation:

Given domestic demand curve, S(p) = 20p⁻⁰°⁵

the domestic supply curve S(p)= 5p⁰°⁵

world price is ​$7.00

using  calculus to determine the changes in consumer​ surplus

by consumer surplus means in this case supply exceeds demand

we establish the equilibrium point where the supply and demand functions meet or are equal

solving 20p⁻⁰°⁵ = 5p⁰°⁵

     20/5 = p⁰°⁵/p⁻⁰°⁵

       4 = p⁰°⁵⁺⁰°⁵

      4= p = q which is the quantity produced

     

consumer surplus =  maximum price willing to pay - Actual price

                             = ∫⁴₀  dp dp - p* q

                               =  ∫⁴₀20p⁻⁰°⁵ dp- 7* 4

                              = 20∫⁴₀p⁻⁰°⁵ dp -28

                              = 20/0.5 p⁰°⁵- 28

                              = 40 *4⁰°⁵ - 28 =  $52

producer surplus = it is a measure of producer welfare. It is measured as the difference between what producers are willing and able to supply a good for and the price they actually receive

thus  producer  surplus = p* q - ∫⁴₀  d(s) dp

                                         = 7 * 4 - ∫⁴₀  5p⁰°⁵  dp

                                         = 28 - 5 ∫⁴₀   p⁰°⁵    dp

                                         = 28 -5 *2/3  p¹°⁵  

                                          = 28 -5 *2/3  4¹°⁵

                                          =$ 1.33

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<u>Explanation:</u>

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