Answer:
Part a
2021 = $7,000
2022 = $6,000
Part b
2021 = $5,250
Explanation:
Sum of the year`s digit method provide for higher depreciation in early life of the asset with lower depreciation in later years.
Step 1
<em>Some of digits calculation :</em>
Year Digits
2021 7
2022 6
2023 5
2024 4
2025 3
2026 2
2027 1
Total 28
Step 2
<em>Determine the depreciable amount</em>
Depreciable amount = Cost - Residual value
= $40,000 - $12,000
= $28,000
Step 3
<em>Depreciation expense calculations</em>
2021 = 7 / 28 x $28,000 = $7,000
2022 = 6/ 28 x $28,000 = $6,000
assuming the equipment was purchased on March 31, 2021
2021 = $7,000 x 9/12 = $5,250
Answer:
D. organizational
Explanation:
You must focus on both your personal life and profession. Just got the question right on apex.
Answer:
169,000
Explanation:
Calculation to determine what The number of shares to be used in computing diluted earnings per share for the quarter is:
First step is to calculate the amount assumed to be exercised
Exercised amount= 30,000*$7 / $15avg
Exercised amount= 14,000
Second step is to calculate the Net
Net=30,000-14,000
Net= 16,000
Now let calculate The number of shares to be used in computing diluted earnings per share
Using this formula
Number of shares=Outstanding+Net
Let plug in the formula
Number of shares=153,000 +16,000
Number of shares= 169,000
*diluted eps=$28,000 /169,000
Therefore The number of shares to be used in computing diluted earnings per share for the quarter is: 169,000
Answer:
a. 2 years
b. 1 year
c. 12 times
Explanation:
Interest period is the duration of the deposit. It is the length of time the money would remain in deposit. This is 2 years according to the question
Compounding period = number of times interest would be paid. In the question, this is a year. So interest would be paid every year
The compounding frequency - it is the number of times the deposit would be compounded. It is 12 months
The future value of the deposit can be determined using this formula :
FV = P (1 + r/m)^nm
FV = Future value
P = Present value
R = interest rate
N = number of years
m = number of compounding