Answer:
The value of the initial deposit = $1269
Explanation:
Given - Account balance of 1723.57 the interest rate of the account is 3.4% compounded daily.
To find - If the account was opened 9 years ago, what was the value of the initial deposit
Proof -
We know that,
If the interest rate is compounded n times per year at an annual rate r, the present value of a A dollars payable t years from now is:

Here,
A = 1723.57
r = 3.4% = 0.034
n = 365 (because it is compounded daily )
t = 9
So,
we get

= 1723.57(1.000093151)⁻³²⁸⁵
= 1723.57(0.736396351)
= 1269.23066 ≈ $1269
∴ we get
The value of the initial deposit = $1269
Answer:
The correct answer is:
5.0 percent deflation between the first and second years, and 3.0 percent deflation between the second and third years. (a)
Explanation:
to calculate the percentage deflation, we will simply calculate the percentage change in price between the years stated. This is calculated as follows:
% change = 
Note that the negative sign shows a deflation.
if you use the same method for years two and three, you should get -3%, using P₁ as 142.5 and p₂ as 138.2. Hence option 'a' is correct.
Answer:
$5,140
Explanation:
Data provided in the question:
Uncollectible Accounts receivable = $5,800
Balance of Accounts Receivable = $108,000
Allowance for Doubtful Accounts = $660
Credit sales during the year = $166,000
Now,
Bad debt expense = Uncollectible Receivables - Allowance of doubtful debts
or
Bad debt expense = $5,800 - $660
or
Bad debt expense = $5,140
Answer:
$4.5
Explanation:
Interest to be capitalized=$90*6%*10/12=$4.5
As the loan was outstanding from January to October 2021, therefore interest is worked out for 10 months.
Please note that interest of only those debt instruments are capitalized which have been obtained to finance any construction project under the specific interest method.
In our example $90 is the construction loan therefore only this loan's interest is capitalized.
Answer:Addition to net income in the operating activities section
Explanation: