The following information was taken from the records of Nash SA for the year 2022: Income tax applicable to income from continui
ng operations R$97,600; income tax applicable to loss on discontinued operations R$20,900, and unrealized holding gain on equity securities designated at fair value through other comprehensive income R$12,300.
Gain on sale of plant assets
R$78,000
Cash dividends declared
R$123,000
Loss on discontinued operations
61,500
Retained earnings January 1, 2022
492,000
Administrative expenses
197,000
Cost of goods sold
697,000
Rent revenue
33,000
Selling expenses
246,000
Loss on impairment of land
49,200
Sales revenue
1,394,000
Ordinary shares outstanding during 2022 were 100,000.
Gain on sale of plant assets
R$78,000
Cash dividends declared
R$123,000
Loss on discontinued operations
61,500
Retained earnings January 1, 2022
492,000
Administrative expenses
197,000
Cost of goods sold
697,000
Rent revenue
33,000
Selling expenses
246,000
Loss on impairment of land
49,200
Sales revenue
1,394,000
Ordinary shares outstanding during 2022 were 100,000.
1 answer:
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<h3>Hello there!</h3><h3>Answer: Receive the $189,000 today. It has a net value that's higher</h3>
The reason why you should receive the $189,000 today because it would have a net value that's higher than the second value.
When you get the $189,000, all of that money belongs to you, you don't have to worry about the discount rate of the property. The person that buys the property would be affected by the discount rate.
But for the second offer, you would apply the discount rate.
In the second offer, you're suppose to be getting $200,000. However, the discount rate will take away some of the money.
You would technically only get $182,000, meaning that you would be getting less than what you expected.
<h3>I hope this helps!</h3><h3>Best regards,</h3><h3>MasterInvestor</h3>Answer:
Rate of return 9.1864%
Explanation:
Scenario description:
using the new alloy, will extend the life of a telecommunication satellite thus, more years for the porject life.
We need to calcualte the rate at which the extra revenues in years 11 through 15 equalize the extra cost of 870,000 at F0
each extra revenue will be considered a lump sum, we will add them and check the present value.
Maturity 450,000 500,000 550,000 600,000 650,000
time 11.00 12.00 13.00 14.00 15.00
rate : ??
As this is a complex equation the human way to solve this is with trial an error.
Also, we could solve this with a financial calcualtor or excel.
We are going to use the latter.
you will do as follow:
from A1 to A5 write the maturity values
from B1 to B5 write the time
on c1 write 0.1 this will be the first rate we will build the formulas and then, excel will solve for the answer:
on D1 you will write:
=A1/power(1+$C$1,B1)
Thisformula calculates the presnet value of the additional revenues
then drag this up to D5
on D6 =sum(D1:D5) this add them
Then select d6 goo to goal seek and define it as 870,000 changing the cell C1
This will give you: 0.091863796 = 9.1864% this is the rate ofr eturn for impelenting the alloy