Answer:
$12,000
Explanation:
Take 20 pieces $20 average price per piece 30 days
= $12,000 expected sales for the month
<u>Given:</u>
Total assets before journalizing and posting the adjusting = $128,800
Expired insurance = $800
Expired rent = $2,400
Depreciation = $900
<u>To find:</u>
Total assets after journalizing and posting the adjusting
<u>Solution:</u>
To determine the value of the total assets after journalizing and posting the adjustment, we have to subtract all the given values i.e, the expired rent, expired insurance and the depreciation values from the total assets before journalizing and posting the adjusting.
The calculation is as follows,
Total assets after journalizing and posting the adjusting

Therefore, the required value of the total assets after journalizing and posting the adjusting is $124,700.
Answer:
a. Treasury stock cannot be shown as an asset because a company cannot buy itself.
b) Gain or loss on sale of treasury stock is not to be treated as income, it should be added or subtracted from share capital because it is a capital transaction.
c). Treasury stock is not an asset. Dividends received from treasury stock cannot be treated as income, it is only assets that generates income.
Explanation:
When corporations for some strategic reasons and the desire to maintain and stabilize the shareholders wealth decide to buy back some of its shares, that is what is known as treasury stock. It is also called reacquired stock
a. The treasury stock is like a corporation acquiring itself, so it cannot be shown as an asset, it is only a reclassification within the same balance sheet.
b. Gains or loss on sale of treasury stock is not an income transaction, it is a transaction that affects the share capital of the corporation and must be charged to the share capital not the income.
c. Since treasury stock is not an asset, dividend received on treasury stock is not to be treated as income, it is only assets that generates income. it should affect retained earnings.
Answer:
Wage year 4= $12222.19
Explanation:
Giving the following information:
Each additional year of education causes future wages to rise by 7 percent.
A person with 12 years of education makes $21 000 per year.
A person with 4 years of education=$?
We will use the present value formula to calculate the wage in year 0. Then with the final value formula calculate the year 4 wage.
PV= FV/[(1+r)^n]
FV=final value at t time
r= rate
n= period of time
PV= 21000/(1,07^12)= $9324. 2511
Final Value= PV*(1+r)^t
Final Value year 4= 9324.2511*(1,07^4)= $12222.19