Answer:
$7,326
Explanation:
Double Decline Balance = 2 x SLDP x SLDBV
where,
SLDP = Straight Line Depreciation Percentage
= 100 ÷ useful life
= 100 ÷ 20
= 5 %
and
SLDBV = Straight Line Percentage Book Value
Year 1
Double Decline Balance = 2 x 5% x $81,400
= $8,140
Year 2
Double Decline Balance = 2 x 5% x ($81,400 - $8,140)
= $7,326
Therefore
The machine's second-year depreciation using the double-declining balance method is $7,326.
Answer:
The alignment of numbers in the first part of the question is off. However, you solve this question as shown below. The correct answer is C. $1,124.
Explanation:
This is a one-time cashflow type of question where the principal amount is invested once and no other addition is made to the account. You use the future value formula to solve the result of the compounding effect at year 3.
FV formula;
FV = PV(1+r)^n
PV = 800
discount rate; r = 12% or 0.12
total duration of investment; n = 3
therefore; FV = 800(1+0.12)^3
FV = 800 * 1.404928
FV = 1123.94
To the nearest whole dollar, the amount will grow to $1,124
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Answer:
option (A) $212.97
Explanation:
Data provided in the question:
Gross earnings for the pay period ending 10/15/16 = $5,835
Total gross earnings as of 9/30/16 = $104,400
Social Security tax rate = 6.2%
Now,
Total earnings
= Gross earnings for the pay period ending 10/15/16 + Total gross earnings as of 9/30/16
= $5,835 + $104,400
= $110,235
since,The Social Security taxes are on a maximum earnings of $106,800 per year
therefore,
Sabrina's Social Security withheld from her 10/15/16 paycheck will be
= ( Total earnings - $106,800 ) × Social Security tax rate
= ( $110,235 - $106,800 ) × 0.062
= $3,435 × 0.062
= $212.97
Hence,
The answer is option (A) $212.97
Answer:
=E7*C2/2
Explanation:
The interest expense will be the carrying value of the bond times the effective interest rate.
On cell C8 we have the interest expense
On E7 we have the carrying value which is the outstanding balance.
Then, on C2 we got the effective rate
As this is an annual formula, we must divide by two to convert to semiannual rate.
A file is attached for how the excel sheet looks like
